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		<title>La Résilience Énergétique : Enjeux, Piliers et le Rôle des Technologies d&#8217;Optimisation</title>
		<link>https://hybrid4all.com/2026/07/08/la-resilience-energetique-enjeux-piliers-et-le-role-des-technologies-doptimisation/</link>
					<comments>https://hybrid4all.com/2026/07/08/la-resilience-energetique-enjeux-piliers-et-le-role-des-technologies-doptimisation/#respond</comments>
		
		<dc:creator><![CDATA[Leau Eco]]></dc:creator>
		<pubDate>Wed, 08 Jul 2026 08:37:27 +0000</pubDate>
				<category><![CDATA[écologie]]></category>
		<category><![CDATA[economie]]></category>
		<category><![CDATA[Résilience énergétique]]></category>
		<guid isPermaLink="false">https://hybrid4all.com/?p=1997</guid>

					<description><![CDATA[<p>Dans un monde en constante évolution, marqué par des tensions géopolitiques, des défis climatiques et une demande énergétique croissante, le concept de résilience énergétique est devenu un pilier central des stratégies nationales et industrielles</p>
<p>The post <a href="https://hybrid4all.com/2026/07/08/la-resilience-energetique-enjeux-piliers-et-le-role-des-technologies-doptimisation/">La Résilience Énergétique : Enjeux, Piliers et le Rôle des Technologies d&#8217;Optimisation</a> appeared first on <a href="https://hybrid4all.com">H4All</a>.</p>
]]></description>
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<p>Dans un monde en constante évolution, marqué par des tensions géopolitiques, des défis climatiques et une demande énergétique croissante, le concept de résilience énergétique est devenu un pilier central des stratégies nationales et industrielles. Il ne s&#8217;agit plus seulement d&#8217;assurer un approvisionnement constant, mais de garantir la capacité d&#8217;un système énergétique à absorber les chocs, à s&#8217;adapter aux changements et à se rétablir rapidement, tout en maintenant ses fonctions essentielles. Ce dossier explore la définition, les piliers et les enjeux de la résilience énergétique, et met en lumière le rôle crucial des technologies d&#8217;optimisation, telles que l&#8217;injection d&#8217;eau, dans cette quête de stabilité et d&#8217;efficacité.</p>



<h2 class="wp-block-heading">1. Qu&#8217;est-ce que la Résilience Énergétique ?</h2>



<p>La résilience énergétique peut être définie comme la capacité d&#8217;un système énergétique à anticiper, à se préparer, à résister, à s&#8217;adapter et à se remettre rapidement des perturbations . Ces perturbations peuvent être d&#8217;origines diverses :</p>



<p>•Physiques : Catastrophes naturelles (tempêtes, inondations), pannes techniques majeures, cyberattaques.</p>



<p>•Économiques : Volatilité des prix des matières premières, crises financières, ruptures d&#8217;approvisionnement.</p>



<p>•Géopolitiques : Conflits armés, embargos, instabilité politique dans les pays producteurs.</p>



<p>L&#8217;objectif est de minimiser l&#8217;impact de ces événements sur la fourniture d&#8217;énergie et, par extension, sur l&#8217;économie et la société. La résilience énergétique est intrinsèquement liée à la sécurité énergétique (assurer l&#8217;approvisionnement) et à la souveraineté énergétique (maîtriser ses choix et son indépendance énergétique) .</p>



<h2 class="wp-block-heading">2. Les Piliers de la Résilience Énergétique</h2>



<p>Pour construire un système énergétique résilient, plusieurs piliers doivent être renforcés simultanément :</p>



<h3 class="wp-block-heading">2.1. Diversification des Sources d&#8217;Énergie</h3>



<p>Réduire la dépendance à une seule source ou à un petit nombre de fournisseurs est fondamental. Cela implique le développement des énergies renouvelables (solaire, éolien, hydraulique), mais aussi la gestion intelligente des sources fossiles et nucléaires existantes .</p>



<h3 class="wp-block-heading">2.2. Décentralisation et Microgrids</h3>



<p>Un réseau centralisé est plus vulnérable aux attaques ou aux pannes majeures. La promotion de la production locale d&#8217;énergie (microgrids, autoconsommation) permet de créer des îlots énergétiques capables de fonctionner de manière autonome en cas de défaillance du réseau principal .</p>



<h3 class="wp-block-heading">2.3. Efficacité Énergétique et Maîtrise de la Demande</h3>



<p>La meilleure énergie est celle que l&#8217;on ne consomme pas. L&#8217;amélioration de l&#8217;efficacité énergétique dans tous les secteurs (industrie, bâtiment, transport) réduit la demande globale et, par conséquent, la vulnérabilité aux chocs d&#8217;approvisionnement. La maîtrise de la demande permet également de lisser les pics de consommation .</p>



<h3 class="wp-block-heading">2.4. Stockage d&#8217;Énergie</h3>



<p>Le stockage (batteries, hydrogène, pompage-turbinage) est essentiel pour compenser l&#8217;intermittence des énergies renouvelables et pour disposer de réserves en cas de crise. Il offre une flexibilité précieuse au réseau .</p>



<h3 class="wp-block-heading">2.5. Infrastructures Intelligentes et Cyber-Sécurité</h3>



<p>Les réseaux électriques intelligents (smart grids) permettent une gestion optimisée de la production et de la consommation. Cependant, ils augmentent aussi la surface d&#8217;attaque potentielle, rendant la cyber-sécurité des infrastructures énergétiques absolument critique .</p>



<h2 class="wp-block-heading">3. Enjeux Actuels et Défis</h2>



<p>La résilience énergétique fait face à des défis majeurs :</p>



<p>•Transition Énergétique : Concilier la décarbonation avec la nécessité de maintenir la stabilité de l&#8217;approvisionnement est un équilibre délicat. Le passage aux énergies renouvelables, bien que nécessaire, introduit de nouvelles complexités en termes de gestion de réseau .</p>



<p>•Volatilité des Marchés : Les crises récentes ont montré la fragilité des marchés énergétiques mondiaux et l&#8217;impact direct sur les consommateurs et les entreprises .</p>



<p>•Vieillissement des Infrastructures : De nombreux pays disposent d&#8217;infrastructures énergétiques vieillissantes qui nécessitent des investissements massifs pour être modernisées et rendues plus résilientes.</p>



<p>•Acceptabilité Sociale : Le déploiement de nouvelles infrastructures (éoliennes, centrales, lignes électriques) rencontre parfois des résistances locales, ce qui ralentit la transition et la construction de la résilience.</p>



<h2 class="wp-block-heading">4. Le Rôle des Technologies d&#8217;Optimisation : L&#8217;Exemple de l&#8217;Injection d&#8217;Eau</h2>



<p>Dans ce contexte, les technologies d&#8217;optimisation des moteurs thermiques, comme le système d&#8217;injection d&#8217;eau Eco-L&#8217;eau (Hybrid4all), jouent un rôle complémentaire mais significatif dans la construction de la résilience énergétique, notamment au niveau individuel et des flottes de véhicules.</p>



<p>Bien que l&#8217;objectif ultime soit la décarbonation complète des transports, les moteurs thermiques resteront présents pendant des décennies. Optimiser leur fonctionnement contribue directement à la résilience de plusieurs manières :</p>



<p>•Réduction de la Dépendance aux Carburants Fossiles : En diminuant la consommation de carburant (jusqu&#8217;à 21% avec Eco-L&#8217;eau), ces technologies réduisent la quantité de pétrole importée ou consommée, allégeant ainsi la pression sur les approvisionnements et les budgets .</p>



<p>•Amélioration de l&#8217;Efficacité : Une combustion plus complète signifie une meilleure utilisation de chaque goutte de carburant, maximisant l&#8217;autonomie et l&#8217;efficience des véhicules existants.</p>



<p>•Prolongation de la Durée de Vie des Véhicules : En réduisant l&#8217;encrassement et l&#8217;usure des moteurs (FAP, EGR), l&#8217;injection d&#8217;eau prolonge la durée de vie utile des véhicules, évitant le remplacement prématuré et la consommation de ressources associées à la fabrication de nouveaux véhicules . Cela renforce la résilience des parcs automobiles face aux contraintes économiques et de production.</p>



<p>•Réduction de la Pollution Locale : Moins de particules fines et de NOx contribuent à une meilleure qualité de l&#8217;air, un enjeu de santé publique qui, bien que distinct de la résilience énergétique pure, y est indirectement lié par la stabilité sociale.</p>



<p>Des constructeurs comme BMW et Porsche ont déjà intégré l&#8217;injection d&#8217;eau dans leurs modèles de haute performance, non seulement pour la puissance, mais aussi pour l&#8217;efficacité et la durabilité . Cela valide l&#8217;approche technique et son potentiel pour une application plus large.</p>



<h2 class="wp-block-heading">Conclusion</h2>



<p>La résilience énergétique est une démarche multidimensionnelle qui exige une approche holistique, combinant diversification, décentralisation, efficacité et innovation technologique. Si les grands projets d&#8217;énergies renouvelables et de stockage sont essentiels, les solutions d&#8217;optimisation à petite échelle, comme l&#8217;injection d&#8217;eau pour les moteurs thermiques, apportent une contribution précieuse. Elles permettent de maximiser l&#8217;efficacité des ressources existantes, de réduire la dépendance aux carburants et de prolonger la durée de vie des équipements, renforçant ainsi la capacité de nos sociétés à faire face aux incertitudes énergétiques de demain. La quête de la résilience énergétique est un investissement dans un avenir plus stable, plus sûr et plus durable.</p>



<h3 class="wp-block-heading">Références</h3>



<p><a href="https://unece.org/sites/default/files/2023-07/Resilient%20Energy%20Systems_FR.pdf" target="_blank" rel="noreferrer noopener">[1]&nbsp;UNECE. &#8220;Mettre en place des systèmes énergétiques résilients&#8221;.</a></p>



<p><a href="https://www.frstrategie.org/publications/notes/souverainete-resilience-securite-energetique-concepts-coeur-enjeux-europeens-2026" target="_blank" rel="noreferrer noopener">[2]&nbsp;FrStrategie.org. &#8220;Souveraineté, résilience, sécurité énergétique : les concepts au cœur des enjeux européens&#8221;.</a></p>



<p><a href="https://theshiftproject.org/thematiques/energie/" target="_blank" rel="noreferrer noopener">[3]&nbsp;The Shift Project. &#8220;Énergies&#8221;.</a></p>



<p><a href="https://www.veolia.com/fr/planetlive/avec-les-microgrids-repenser-lenergie-a-lere-de-la-resilience" target="_blank" rel="noreferrer noopener">[4]&nbsp;Veolia. &#8220;Avec les microgrids, repenser l&#8217;énergie à l&#8217;ère de la résilience&#8221;.</a></p>



<p><a href="https://www.stratem-consulting.com/enjeux-de-transition/decarbonation-et-resilience-energetique" target="_blank" rel="noreferrer noopener">[5]&nbsp;Stratem Consulting. &#8220;Décarbonation et résilience énergétique&#8221;.</a></p>



<p><a href="https://www.metron.energy/fr/blog/resilience-energetique/" target="_blank" rel="noreferrer noopener">[6]&nbsp;Metron.energy. &#8220;Résilience énergétique, face à la dépendance aux énergies fossiles&#8221;.</a></p>



<p><a href="https://www.ecologie.gouv.fr/sites/default/files/documents/23242_Strategie-energie-climat.pdf" target="_blank" rel="noreferrer noopener">[7]&nbsp;Ecologie.gouv.fr. &#8220;Stratégie française pour l&#8217;énergie et le climat&#8221;.</a></p>



<p><a href="https://reseauactionclimat.org/wp-content/uploads/2026/02/rac-synthese-v7-web.pdf" target="_blank" rel="noreferrer noopener">[8]&nbsp;Reseau Action Climat. &#8220;LA SOUVERAINETÉ ÉNERGÉTIQUE À L&#8217;ÉPREUVE DES&#8230;&#8221;.</a></p>



<p><a href="https://bigmedia.bpifrance.fr/nos-dossiers/souverainete-energetique-securiser-lapprovisionnement-et-accelerer-la-transition" target="_blank" rel="noreferrer noopener">[9]&nbsp;Bpifrance. &#8220;Souveraineté énergétique : sécuriser l&#8217;approvisionnement et accélérer la transition&#8221;.</a></p>



<p><a href="https://hybrid4all.com/2026/06/25/eco-leau-hybrid4all-hybrido-hybride-a-eau/" target="_blank" rel="noreferrer noopener">[10]&nbsp;Hybrid4All.com. &#8220;Kit Eco-Leau Hybride à eau HYBRID4ALL : La Solution pour Réduire votre Consommation de Carburant&#8221;.</a></p>



<p><a href="https://hybrid4all.com/2026/04/03/des-grands-groupes-des-mairies-des-taxis-sont-convaincus-par-leconomie-que-propose-eco-leau-et-lont-adopte-avec-succes/" target="_blank" rel="noreferrer noopener">[11]&nbsp;Hybrid4All.com. &#8220;Ce que dit L’ Intelligence Artificielle sur Le Kit Moteur Eau Eco-Leau&#8221;.</a></p>



<p></p>
<p>The post <a href="https://hybrid4all.com/2026/07/08/la-resilience-energetique-enjeux-piliers-et-le-role-des-technologies-doptimisation/">La Résilience Énergétique : Enjeux, Piliers et le Rôle des Technologies d&#8217;Optimisation</a> appeared first on <a href="https://hybrid4all.com">H4All</a>.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>L&#8217;Injection d&#8217;Eau dans les Moteurs : Une Révolution Technique secrète de Porsche et BMW</title>
		<link>https://hybrid4all.com/2026/07/04/linjection-deau-dans-les-moteurs-une-revolution-technique/</link>
					<comments>https://hybrid4all.com/2026/07/04/linjection-deau-dans-les-moteurs-une-revolution-technique/#respond</comments>
		
		<dc:creator><![CDATA[Leau Eco]]></dc:creator>
		<pubDate>Sat, 04 Jul 2026 09:58:40 +0000</pubDate>
				<category><![CDATA[écologie]]></category>
		<category><![CDATA[economie]]></category>
		<category><![CDATA[Innovation]]></category>
		<category><![CDATA[Résilience énergétique]]></category>
		<guid isPermaLink="false">https://hybrid4all.com/?p=1972</guid>

					<description><![CDATA[<p>L'injection d'eau dans les moteurs thermiques, longtemps associée aux véhicules de compétition ou aux innovations futuristes, est aujourd'hui une technologie mature et accessible, offrant des bénéfices substantiels en termes de performance, d'économie de carburant et de longévité moteur. Des constructeurs automobiles de prestige aux systèmes de rétrofit comme le système Eco-L'eau, cette approche mécanique réinvente la combustion interne.</p>
<p>The post <a href="https://hybrid4all.com/2026/07/04/linjection-deau-dans-les-moteurs-une-revolution-technique/">L&#8217;Injection d&#8217;Eau dans les Moteurs : Une Révolution Technique secrète de Porsche et BMW</a> appeared first on <a href="https://hybrid4all.com">H4All</a>.</p>
]]></description>
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<figure class="wp-block-image"><img  alt="Schéma technique simplifié du kit Hybrid4All : injection d'air et échange thermique sur échappement"/ loading="lazy" decoding="async" src="https://private-us-east-1.manuscdn.com/sessionFile/Cc6PeJcVYIdIfK03Ddwcuu/sandbox/cxbro6xKYhlyQPtGCN1fvm-images_1783158565199_na1fn_L2hvbWUvdWJ1bnR1L2h5YnJpZDRhbGxfdGVjaG5pY2FsX3NpbXBsZQ.jpg?Policy=eyJTdGF0ZW1lbnQiOlt7IlJlc291cmNlIjoiaHR0cHM6Ly9wcml2YXRlLXVzLWVhc3QtMS5tYW51c2Nkbi5jb20vc2Vzc2lvbkZpbGUvQ2M2UGVKY1ZZSWRJZkswM0Rkd2N1dS9zYW5kYm94L2N4YnJvNnhLWWhseVFQdEdDTjFmdm0taW1hZ2VzXzE3ODMxNTg1NjUxOTlfbmExZm5fTDJodmJXVXZkV0oxYm5SMUwyaDVZbkpwWkRSaGJHeGZkR1ZqYUc1cFkyRnNYM05wYlhCc1pRLmpwZyIsIkNvbmRpdGlvbiI6eyJEYXRlTGVzc1RoYW4iOnsiQVdTOkVwb2NoVGltZSI6MTgzMDI5NzYwMH19fV19&amp;Key-Pair-Id=K2HSFNDJXOU9YS&amp;Signature=cpEka3ZPMrVdANJuVtwa8tL9H8ccGcuTm7ra9z6oZ~EUjMreYMaW0isi8uSnWmLpV3xBRK5wHgxYB6ZcgXnKNtEusH8RkL~yPkKWU4I~NOSULPK743vAL8mF3R7vl3Pz72sFFe6XRF3YoZEdy1d4pJNyQMw2JOB-5HxEeVlUu-eN2Enncnfk9hpYbhnmHrAYKrIwXq3MguLEpA58rOCIM5J~11m6aofRWyAKPE~ON9UBdPoRm9UzL2zCNorwL0srqqlEN0TDvhgpAxC12An8DESCwNA0-LwJlPmoUtJsXusbMMqy~zDSH3T7hdDtHzKJy147hbU6KRdukCZPn~FVfQ__"></figure>



<p>L&#8217;injection d&#8217;eau dans les moteurs thermiques, longtemps associée aux véhicules de compétition ou aux innovations futuristes, est aujourd&#8217;hui une technologie mature et accessible, offrant des bénéfices substantiels en termes de performance, d&#8217;économie de carburant et de longévité moteur. Des constructeurs automobiles de prestige aux systèmes de rétrofit comme le système Eco-L&#8217;eau, cette approche mécanique réinvente la combustion interne.</p>



<figure class="wp-block-embed is-type-video is-provider-youtube wp-block-embed-youtube wp-embed-aspect-16-9 wp-has-aspect-ratio"><div class="wp-block-embed__wrapper">
<iframe title="Témoignage Michel Stadelmann   Hybrid4all 1080p caption" width="1200" height="675"  frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" referrerpolicy="strict-origin-when-cross-origin" allowfullscreen class="lws-optimize-lazyload" data-src="https://www.youtube.com/embed/5X_t8TQBYT0?feature=oembed"></iframe>
</div></figure>



<h2 class="wp-block-heading">Un Principe Ancien, une Efficacité Moderne : Le Fonctionnement de l&#8217;Injection d&#8217;Eau</h2>



<p>L&#8217;idée d&#8217;introduire de l&#8217;eau dans le cycle de combustion d&#8217;un moteur remonte à plus d&#8217;un siècle. Cependant, les systèmes modernes, tels que le système Eco-L&#8217;eau (Hybrid4All), ont perfectionné ce principe pour une application grand public. Le fonctionnement repose sur une série d&#8217;étapes clés :</p>



<p>1.Récupération Thermique sur l&#8217;Échappement : Le cœur du système Eco-L&#8217;eau est un module spécifique, souvent appelé &#8220;catalyseur thermique&#8221;, positionné sur la ligne d&#8217;échappement. Ce dispositif capte la chaleur intense des gaz d&#8217;échappement, une énergie habituellement perdue.</p>



<p>2.Vaporisation de l&#8217;Eau : L&#8217;eau (idéalement distillée ou de pluie), stockée dans un réservoir compact, est acheminée vers ce catalyseur. Au contact de la chaleur de l&#8217;échappement, elle se transforme instantanément en une vapeur sèche à haute température.</p>



<p>3.Injection dans l&#8217;Admission d&#8217;Air : Cette vapeur d&#8217;eau est ensuite aspirée par la dépression naturelle du moteur et injectée directement dans le collecteur d&#8217;admission d&#8217;air, juste avant les cylindres.</p>



<p>Une fois dans la chambre de combustion, la vapeur d&#8217;eau se dissocie sous l&#8217;effet de la chaleur en hydrogène et oxygène (phénomène de craquage thermique). Ces gaz enrichissent le mélange air-carburant, favorisent une combustion plus complète et plus homogène, et réduisent la température de pointe de la combustion. Cela permet non seulement une meilleure exploitation de l&#8217;énergie du carburant, mais aussi une diminution des contraintes thermiques sur le moteur .</p>



<h2 class="wp-block-heading">Des Références Prestigieuses : BMW et Porsche à l&#8217;Avant-Garde</h2>



<p>L&#8217;injection d&#8217;eau n&#8217;est pas l&#8217;apanage des systèmes de rétrofit. Des marques automobiles de luxe et de performance ont intégré cette technologie pour repousser les limites de leurs moteurs :</p>



<figure class="wp-block-embed is-type-video is-provider-youtube wp-block-embed-youtube wp-embed-aspect-16-9 wp-has-aspect-ratio"><div class="wp-block-embed__wrapper">
<iframe title="Moteur à eau fantasme ou réalité Tout ce qu’il faut savoir" width="1200" height="675"  frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" referrerpolicy="strict-origin-when-cross-origin" allowfullscreen class="lws-optimize-lazyload" data-src="https://www.youtube.com/embed/Mp3lkAW_nDE?start=138&#038;feature=oembed"></iframe>
</div></figure>



<p><a href="https://share.google/aimode/rreuiIXberg8W02ry">•BMW M4 GTS : Ce modèle emblématique a utilisé l&#8217;injection d&#8217;eau pour augmenter sa puissance de 431 à 500 chevaux, tout en améliorant l&#8217;efficacité et en réduisant la consommation. L&#8217;eau permet de refroidir l&#8217;air d&#8217;admission, augmentant ainsi sa densité et la quantité d&#8217;oxygène disponible pour la combustion .</a></p>



<p><a href="https://www.sportauto.fr/info-marque/porsche-mise-sur-lavenir-de-ses-moteurs-thermiques-avec-un-nouveau-brevet-443488.html#item=1">•Porsche 911 GT2 RS : Porsche a également eu recours à des systèmes d&#8217;injection d&#8217;eau pour optimiser les performances de ses moteurs suralimentés, notamment pour prévenir le cliquetis et permettre des pressions de suralimentation plus élevées, synonymes de puissance accrue .</a></p>



<p>Ces exemples démontrent que l&#8217;injection d&#8217;eau est une technologie validée par l&#8217;ingénierie automobile de pointe, non seulement pour l&#8217;économie, mais aussi pour l&#8217;optimisation des performances.</p>



<h2 class="wp-block-heading">Intérêts Économiques et Prolongation de la Durée de Vie du Moteur</h2>



<p>Les bénéfices de l&#8217;injection d&#8217;eau vont bien au-delà de la simple réduction de la consommation de carburant :</p>



<figure class="wp-block-table"><table class="has-fixed-layout"><tbody><tr><td>Bénéfice</td><td>Description Détaillée</td><td>Impact sur le Moteur et l&#8217;Économie</td></tr><tr><td>Économie de Carburant</td><td>Combustion plus complète et efficace, réduisant la quantité de carburant nécessaire pour la même puissance.</td><td>Jusqu&#8217;à -21% de consommation en moins, d&#8217;économies .</td></tr><tr><td>Réduction des Émissions</td><td>Diminution significative des particules fines, des NOx et du CO2.</td><td>Moins de pollution, respect des normes environnementales.</td></tr><tr><td>Décrassage Moteur</td><td>La vapeur d&#8217;eau aide à nettoyer les dépôts de calamine dans le moteur, la vanne EGR et le FAP.</td><td>Prolonge la durée de vie de ces composants coûteux, réduit les pannes et les frais d&#8217;entretien .</td></tr><tr><td>Longévité Moteur Accrue</td><td>En réduisant les températures de combustion et l&#8217;encrassement, le moteur subit moins de stress thermique et mécanique.</td><td>Diminution de l&#8217;usure, espacement des révisions, meilleure fiabilité à long terme.</td></tr><tr><td>Amélioration des Performances</td><td>Augmentation du couple et de la puissance, offrant une conduite plus souple et réactive.</td><td>Plaisir de conduite accru, meilleure capacité de reprise.</td></tr></tbody></table></figure>



<p>Des études et témoignages, notamment ceux relayés par le système Eco-L&#8217;eau, confirment ces avantages. Un utilisateur de Renault Master a vu sa consommation passer de 14-15L/100km à 11L/100km, tandis qu&#8217;un Scenic est passé de 6,5L/100km à 5,3L/100km sur autoroute . Ces chiffres illustrent l&#8217;impact direct sur le budget des automobilistes et des professionnels.</p>



<figure class="wp-block-embed is-type-video is-provider-youtube wp-block-embed-youtube wp-embed-aspect-16-9 wp-has-aspect-ratio"><div class="wp-block-embed__wrapper">
<iframe title="Eco Leau sur M6 Le 1945  du vendredi 23 août 2019" width="1200" height="675"  frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" referrerpolicy="strict-origin-when-cross-origin" allowfullscreen class="lws-optimize-lazyload" data-src="https://www.youtube.com/embed/TiIuS_73Iwg?feature=oembed"></iframe>
</div></figure>



<h2 class="wp-block-heading">Eco-L&#8217;eau : Une Solution Éprouvée et Médiatisée</h2>



<p>Le système Eco-L&#8217;eau, distribué par Hybrid44All.com, a fait l&#8217;objet de plusieurs articles et reportages, attestant de sa crédibilité et de son efficacité. Des médias comme 20 Minutes, France 3 Régions Bretagne et Ouest-France ont couvert cette innovation, soulignant son rôle dans la réduction des coûts de carburant et des émissions polluantes .</p>



<p><a href="https://www.20minutes.fr/societe/3320315-20220705-prix-carburants-face-flambee-prix-moteur-eau-permet-impressionnantes-economies">&#8220;Prix des carburants : Face à la flambée des prix, le moteur à eau permet d’impressionnantes économies&#8221; – 20 Minutes, 5 juillet 2022</a></p>



<p><a href="https://france3-regions.franceinfo.fr/bretagne/finistere/prix-du-carburant-le-moteur-hybride-a-eau-invente-dans-le-finistere-connait-un-succes-sans-precedent-2572216.html">&#8220;Moteur à eau : ça fait vraiment économiser 20% de carburant ?&#8221; – France 3 Régions Bretagne</a></p>



<p>Ces publications renforcent la confiance dans une technologie qui, bien que simple dans son principe, apporte des réponses concrètes aux défis actuels de la mobilité.</p>



<p>En conclusion, l&#8217;injection d&#8217;eau n&#8217;est plus une curiosité, mais une solution technique viable et avantageuse. Qu&#8217;il s&#8217;agisse des applications de haute performance chez BMW et Porsche, ou des kits de rétrofit comme le système Eco-L&#8217;eau, les bénéfices sont clairs : une meilleure combustion, des économies substantielles de carburant, une réduction de la pollution et une durée de vie prolongée pour votre moteur. C&#8217;est une innovation qui mérite toute votre attention.</p>



<p>Pour aller Plus Loin : Hybrid4all.com<a href="http://hybrid4all.com" type="link" id="hybrid4all.com">hybrid4all.com</a></p>



<h3 class="wp-block-heading">Références</h3>



<p><a href="https://www.google.com/search?q=kit+hybride+a+eau&amp;client=firefox-b-d&amp;hs=mgCq&amp;sca_esv=03274bc6070026d6&amp;sxsrf=APpeQnvWVkSrVsxBDMMjfvHulQ0ytSEuEQ%3A1783275343600&amp;udm=50&amp;fbs=ABfTbFUDadgeu2mn4mYJ8iEZ1GUDDuwRa4um-2LNhBFWIpqZc2YynYX1IYTff9gmCpUOwEIwa0SbBZuPu3CASc4NF2PZ6q6NgduQu-edoCj93vz8ma8lkjCLMfWWjoNy1d1p3v9LvVhYidbHqiHqKOJmUIgOmdj7x6wIvAH8Y5KtjClOeYrZcoArqY61OXSomCLL5WhVLYjCD-yjdzKJGWnqBQK2zFjZ8A&amp;aep=1&amp;ntc=1&amp;sa=X&amp;ved=2ahUKEwiIi5GrkryVAxXbUqQEHShvNw0Q2J8OegQIEBAD&amp;biw=1295&amp;bih=791&amp;dpr=2&amp;mstk=AUtExfDG7CAHHFi2ks6jksW3xNFXgx9M_jZABjUSWgPt4CGn3kWuEnQRMdTBquBtFZmpcDkXOf7RAn81BHPY4DZt5uEKM27g5nAIoE66EHXNKn--9kGRh-Z2H0tgXKn2Kmo-40ytgELZX0ZFAQbbXbKbdkuAZk-qXK330qXILAH7HHOL9q0c7u3hADzWdkJm3_QaiMNA6YteGmdEwlueWp701wPbqQEjYyNw-TYQH4KHo7YLlvn--J4BwmE1CLuViWOHDrVIXiO89Vc8C0n_CPLU3r1gzn9BaPtLjnSRFQx6LBJwr-GPjLTGF1nRhdmBMv9klqH41fAheqXauw&amp;csuir=1&amp;mtid=Wp9KaojxI9HcptQP2vee8Qg" target="_blank" rel="noreferrer noopener">Nombres de journalistes ont couvert cet actu Kit Hybride à eau</a></p>



<p><a href="https://www.24presse.com/communique-de-presse/environnement/eco_l_eau___kit_d_optimisation_de_l_empreinte_environnementale_du_moteur_par_recuperation_d_eau_de_pluie_997046/" target="_blank" rel="noreferrer noopener">[2]&nbsp;24presse.com. &#8220;Eco L&#8217;eau : kit d&#8217;optimisation de l&#8217;empreinte environnementale du moteur par récupération d&#8217;eau de pluie&#8221;.</a></p>



<p><a href="https://hybrid4all.com/2026/04/03/des-grands-groupes-des-mairies-des-taxis-sont-convaincus-par-leconomie-que-propose-eco-leau-et-lont-adopte-avec-succes/" target="_blank" rel="noreferrer noopener">[3]&nbsp;Hybrid4All.com. &#8220;Ce que dit L’ Intelligence Artificielle sur Le Kit Moteur Eau Eco-Leau&#8221;.</a></p>



<p><a href="https://hybrid4all.com/2026/06/25/eco-leau-hybrid4all-hybrido-hybride-a-eau/" target="_blank" rel="noreferrer noopener">[4]&nbsp;Hybrid4All.com. &#8220;Kit Eco-Leau Hybride à eau HYBRID4ALL : La Solution pour Réduire votre Consommation de Carburant&#8221;.</a></p>



<p><a href="https://www.ouest-france.fr/bretagne/sainte-seve-29600/le-moteur-hybride-a-eau-invente-en-bretagne-s-arrache-avec-la-flambee-des-prix-du-carburant-8721e05c-e320-11ec-afe2-d5ee186a9723" target="_blank" rel="noreferrer noopener">[5]&nbsp;Ouest-France.fr. &#8220;Le moteur hybride à eau inventé en Bretagne s’arrache avec la flambée des prix du carburant&#8221;.</a></p>



<p></p>
<p>The post <a href="https://hybrid4all.com/2026/07/04/linjection-deau-dans-les-moteurs-une-revolution-technique/">L&#8217;Injection d&#8217;Eau dans les Moteurs : Une Révolution Technique secrète de Porsche et BMW</a> appeared first on <a href="https://hybrid4all.com">H4All</a>.</p>
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		<title>La Paille Filtrante : Transformez l&#8217;Eau Polluée en Eau Potable, Partout et à Tout Moment</title>
		<link>https://hybrid4all.com/2026/07/03/la-paille-filtrante-transformez-leau-polluee-en-eau-potable-partout-et-a-tout-moment/</link>
					<comments>https://hybrid4all.com/2026/07/03/la-paille-filtrante-transformez-leau-polluee-en-eau-potable-partout-et-a-tout-moment/#respond</comments>
		
		<dc:creator><![CDATA[Leau Eco]]></dc:creator>
		<pubDate>Fri, 03 Jul 2026 14:40:18 +0000</pubDate>
				<category><![CDATA[Innovation]]></category>
		<category><![CDATA[Résilience énergétique]]></category>
		<guid isPermaLink="false">https://hybrid4all.com/?p=1956</guid>

					<description><![CDATA[<p>La Paille Filtrante : Transformez l'Eau Polluée en Eau Potable, Partout et à Tout Moment</p>
<p>The post <a href="https://hybrid4all.com/2026/07/03/la-paille-filtrante-transformez-leau-polluee-en-eau-potable-partout-et-a-tout-moment/">La Paille Filtrante : Transformez l&#8217;Eau Polluée en Eau Potable, Partout et à Tout Moment</a> appeared first on <a href="https://hybrid4all.com">H4All</a>.</p>
]]></description>
										<content:encoded><![CDATA[<!-- content style : start --><style type="text/css" data-name="kubio-style"></style><!-- content style : end -->
<figure class="wp-block-image size-large"><img width="1024" height="576"  alt="" class="wp-image-1958"/ loading="lazy" decoding="async" src="https://hybrid4all.com/wp-content/uploads/2026/07/paille_filtrante_diagram-1024x576.png" srcset="https://hybrid4all.com/wp-content/uploads/2026/07/paille_filtrante_diagram-1024x576.png 1024w, https://hybrid4all.com/wp-content/uploads/2026/07/paille_filtrante_diagram-300x169.png 300w, https://hybrid4all.com/wp-content/uploads/2026/07/paille_filtrante_diagram-768x432.png 768w, https://hybrid4all.com/wp-content/uploads/2026/07/paille_filtrante_diagram-1536x864.png 1536w, https://hybrid4all.com/wp-content/uploads/2026/07/paille_filtrante_diagram-2048x1152.png 2048w, https://hybrid4all.com/wp-content/uploads/2026/07/paille_filtrante_diagram-1920x1080.png 1920w, https://hybrid4all.com/wp-content/uploads/2026/07/paille_filtrante_diagram-600x338.png 600w" sizes="(max-width: 1024px) 100vw, 1024px" /></figure>



<p>Dans un monde où l&#8217;accès à l&#8217;eau potable est un défi majeur pour des millions de personnes, et où les aventuriers cherchent des solutions légères et fiables, la paille filtrante émerge comme une innovation révolutionnaire. Compacte, simple d&#8217;utilisation et incroyablement efficace, cette technologie permet de transformer instantanément de l&#8217;eau contaminée en eau sûre à boire. Cet article explore le fonctionnement, les avantages et les applications de ces dispositifs essentiels, en mettant en lumière des leaders du marché comme LifeStraw.</p>



<h2 class="wp-block-heading">Qu&#8217;est-ce qu&#8217;une Paille Filtrante et Comment Fonctionne-t-elle ?</h2>



<p>Une paille filtrante est un dispositif portable conçu pour purifier l&#8217;eau directement à la source. Son principe est basé sur une technologie de filtration avancée, principalement la membrane à fibres creuses .</p>



<h3 class="wp-block-heading">La Technologie de la Membrane à Fibres Creuses</h3>



<p>Au cœur de la paille filtrante se trouve une cartouche composée de milliers de minuscules tubes aux parois poreuses. Ces pores sont si petits qu&#8217;ils agissent comme une barrière physique, empêchant les contaminants de passer, tout en laissant l&#8217;eau s&#8217;écouler librement.</p>



<p>Fonctionnement en 3 étapes :</p>



<p>1.Aspiration : L&#8217;utilisateur aspire l&#8217;eau directement à travers la paille, comme avec une paille ordinaire.</p>



<p>2.Filtration Mécanique : L&#8217;eau traverse la membrane à fibres creuses. Les pores, d&#8217;une taille typique de 0,2 micron (µm), retiennent physiquement les bactéries, les parasites protozoaires et les microplastiques .</p>



<p>3.Eau Potable : L&#8217;eau purifiée est délivrée à l&#8217;autre extrémité de la paille, prête à être consommée.</p>



<p>Certains modèles intègrent des filtres supplémentaires, comme le charbon actif, pour améliorer le goût, réduire les produits chimiques (chlore, pesticides) et éliminer les mauvaises odeurs .</p>



<h3 class="wp-block-heading">Ce que la Paille Filtrante Élimine (et ce qu&#8217;elle ne fait pas)</h3>



<figure class="wp-block-table"><table class="has-fixed-layout"><tbody><tr><td>Contaminant</td><td>Taille Typique</td><td>Éliminé par un Micro-filtre (0,2 µm)</td><td>Éliminé par un Ultra-filtre (0,02 µm)</td></tr><tr><td>Bactéries</td><td>0,5 à 5 µm</td><td>Oui (99,9999%)</td><td>Oui</td></tr><tr><td>Parasites</td><td>&gt;1 µm</td><td>Oui (99,9%)</td><td>Oui</td></tr><tr><td>Microplastiques</td><td>Variable</td><td>Oui</td><td>Oui</td></tr><tr><td>Sédiments / Turbidité</td><td>Variable</td><td>Oui</td><td>Oui</td></tr><tr><td>Virus</td><td>0,02 à 0,2 µm</td><td>Non</td><td>Oui (99,999%)</td></tr><tr><td>Produits Chimiques</td><td>Variable</td><td>Non (sauf charbon actif)</td><td>Non (sauf charbon actif)</td></tr><tr><td>Métaux Lourds</td><td>Variable</td><td>Non</td><td>Non</td></tr></tbody></table></figure>



<p>Note : Pour éliminer les virus, un purificateur d&#8217;eau avec un ultra-filtre (porosité de 0,02 µm) est nécessaire, ou l&#8217;utilisation de pastilles de purification/ébullition en complément d&#8217;un micro-filtre .</p>



<h2 class="wp-block-heading">Les Avantages Incontestables de la Paille Filtrante</h2>



<figure class="wp-block-image size-large"><img width="1024" height="576"  alt="" class="wp-image-1959"/ loading="lazy" decoding="async" src="https://hybrid4all.com/wp-content/uploads/2026/07/paille_filtrante_hero-1024x576.png" srcset="https://hybrid4all.com/wp-content/uploads/2026/07/paille_filtrante_hero-1024x576.png 1024w, https://hybrid4all.com/wp-content/uploads/2026/07/paille_filtrante_hero-300x169.png 300w, https://hybrid4all.com/wp-content/uploads/2026/07/paille_filtrante_hero-768x432.png 768w, https://hybrid4all.com/wp-content/uploads/2026/07/paille_filtrante_hero-1536x864.png 1536w, https://hybrid4all.com/wp-content/uploads/2026/07/paille_filtrante_hero-2048x1152.png 2048w, https://hybrid4all.com/wp-content/uploads/2026/07/paille_filtrante_hero-1920x1080.png 1920w, https://hybrid4all.com/wp-content/uploads/2026/07/paille_filtrante_hero-600x338.png 600w" sizes="(max-width: 1024px) 100vw, 1024px" /></figure>



<p>L&#8217;adoption d&#8217;une paille filtrante présente de multiples bénéfices, tant pour l&#8217;individu que pour l&#8217;environnement :</p>



<p>•Accès Immédiat à l&#8217;Eau Potable : Permet de boire directement depuis des sources d&#8217;eau naturelles (rivières, lacs, flaques) ou des robinets non potables, sans attendre .</p>



<p>•Légèreté et Portabilité : Extrêmement compacte et légère (souvent moins de 100g), elle libère de l&#8217;espace et du poids dans les sacs à dos, évitant de transporter de grandes quantités d&#8217;eau .</p>



<p>•Écologique : Réduit considérablement la dépendance aux bouteilles d&#8217;eau en plastique à usage unique, contribuant à la lutte contre la pollution plastique .</p>



<p>•Économique : Un investissement initial modeste permet de filtrer des milliers de litres d&#8217;eau, offrant des économies substantielles à long terme .</p>



<p>•Sécurité en Voyage et Urgence : Un outil indispensable pour les voyageurs, les randonneurs, les campeurs, et un élément clé des kits de survie en cas de catastrophe naturelle ou d&#8217;urgence .</p>



<p>•Facilité d&#8217;Utilisation et d&#8217;Entretien : Pas de piles, pas de produits chimiques. L&#8217;entretien se limite souvent à un rinçage à contre-courant .</p>



<h2 class="wp-block-heading">Témoignages et Applications</h2>



<figure class="wp-block-image size-large"><img width="1024" height="1024"  alt="" class="wp-image-1957"/ loading="lazy" decoding="async" src="https://hybrid4all.com/wp-content/uploads/2026/07/paille_filtrante_impact-1024x1024.png" srcset="https://hybrid4all.com/wp-content/uploads/2026/07/paille_filtrante_impact-1024x1024.png 1024w, https://hybrid4all.com/wp-content/uploads/2026/07/paille_filtrante_impact-300x300.png 300w, https://hybrid4all.com/wp-content/uploads/2026/07/paille_filtrante_impact-150x150.png 150w, https://hybrid4all.com/wp-content/uploads/2026/07/paille_filtrante_impact-768x768.png 768w, https://hybrid4all.com/wp-content/uploads/2026/07/paille_filtrante_impact-1536x1536.png 1536w, https://hybrid4all.com/wp-content/uploads/2026/07/paille_filtrante_impact-1080x1080.png 1080w, https://hybrid4all.com/wp-content/uploads/2026/07/paille_filtrante_impact-600x600.png 600w, https://hybrid4all.com/wp-content/uploads/2026/07/paille_filtrante_impact-100x100.png 100w, https://hybrid4all.com/wp-content/uploads/2026/07/paille_filtrante_impact.png 1920w" sizes="(max-width: 1024px) 100vw, 1024px" /></figure>



<p>Des millions de personnes à travers le monde font confiance aux pailles filtrantes. Elles sont utilisées dans des contextes variés :</p>



<p>•Randonnée et Camping : &#8220;Plus besoin de transporter 5 litres d&#8217;eau, ma paille LifeStraw me sauve la mise à chaque sortie !&#8221; &#8211; Aventurier, Alpes.</p>



<p>•Voyages Internationaux : &#8220;En Asie du Sud-Est, ma paille filtrante m&#8217;a permis de boire l&#8217;eau du robinet sans crainte. Un indispensable !&#8221; &#8211; Voyageur solo.</p>



<p>•Situations d&#8217;Urgence : &#8220;Lors des inondations, c&#8217;est le seul moyen que nous avions pour avoir de l&#8217;eau potable. C&#8217;est vital.&#8221; &#8211; Bénévole humanitaire.</p>



<p>•Préparation à la Survie : &#8220;J&#8217;ai toujours une paille filtrante dans mon kit d&#8217;urgence. C&#8217;est la garantie de ne jamais manquer d&#8217;eau potable.&#8221; &#8211; Préparateur, Québec.</p>



<p>N&#8217;attendez plus pour garantir votre accès à l&#8217;eau potable. Que ce soit pour vos aventures en pleine nature, vos voyages ou simplement pour être préparé, une paille filtrante est un investissement essentiel pour votre santé et votre tranquillité d&#8217;esprit.</p>



<h2 class="wp-block-heading">Références</h2>



<p><a href="https://eu.lifestraw.com/fr/pages/our-technology" target="_blank" rel="noreferrer noopener">[1]&nbsp;LifeStraw Europe. &#8220;Notre technologie&#8221;. Disponible sur :</a></p>



<p><a href="https://www.conservation-nature.fr/idee-cadeau/paille-filtrante/" target="_blank" rel="noreferrer noopener">[2]&nbsp;Conservation Nature. &#8220;Paille Filtrante : Guide achat, Avis, et Comparateur 2026&#8221;. Disponible sur :</a></p>



<p><a href="https://www.blog.aventurenordique.com/comparatif-des-filtres-a-eau-lifestraw/" target="_blank" rel="noreferrer noopener">[3]&nbsp;Aventure Nordique. &#8220;Comparatif pailles, gourdes filtrantes, réservoirs Lifestraw&#8221;. Disponible sur :</a></p>



<p><a href="https://hybrid4all.com/">N&#8217;ATTENDEZ pas sur le gouvernement pour #rouleràl&#8217;eau</a></p>
<p>The post <a href="https://hybrid4all.com/2026/07/03/la-paille-filtrante-transformez-leau-polluee-en-eau-potable-partout-et-a-tout-moment/">La Paille Filtrante : Transformez l&#8217;Eau Polluée en Eau Potable, Partout et à Tout Moment</a> appeared first on <a href="https://hybrid4all.com">H4All</a>.</p>
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		<title>Fabriquer un Système d’Irrigation Automatique DIY</title>
		<link>https://hybrid4all.com/2026/06/27/fabriquer-un-systeme-dirrigation-automatique-diy/</link>
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		<dc:creator><![CDATA[Leau Eco]]></dc:creator>
		<pubDate>Sat, 27 Jun 2026 09:11:24 +0000</pubDate>
				<category><![CDATA[Résilience énergétique]]></category>
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					<description><![CDATA[<p>Arroser manuellement son jardin chaque jour est fastidieux et inefficace. L’eau s’évapore, les plantes reçoivent trop ou pas assez d’eau, et vous perdez du temps précieux. Mais il existe une solution simple : fabriquer votre propre système d’irrigation automatique !</p>
<p>The post <a href="https://hybrid4all.com/2026/06/27/fabriquer-un-systeme-dirrigation-automatique-diy/">Fabriquer un Système d’Irrigation Automatique DIY</a> appeared first on <a href="https://hybrid4all.com">H4All</a>.</p>
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            <h1>Fabriquer un Système d&#8217;Irrigation Automatique DIY</h1>
            <p>Guide Complet pour Arroser Vos Plantes Facilement et Économiser l&#8217;Eau</p>
        </div>
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            <a href="#">Accueil</a> > <a href="#">Jardin</a> > <span>Irrigation Automatique DIY</span>
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        <article>
            <p><strong>Arroser manuellement son jardin chaque jour est fastidieux et inefficace.</strong> L&#8217;eau s&#8217;évapore, les plantes reçoivent trop ou pas assez d&#8217;eau, et vous perdez du temps précieux. Mais il existe une solution simple : <strong>fabriquer votre propre système d&#8217;irrigation automatique !</strong></p>

            <p>Dans ce guide complet, nous vous montrons comment créer un système d&#8217;irrigation DIY qui arrose vos plantes automatiquement, économise 50% d&#8217;eau et vous libère 10 heures par semaine.</p>

            <h2>Pourquoi Fabriquer un Système d&#8217;Irrigation Automatique ?</h2>

            <p>Un système d&#8217;irrigation automatique professionnel coûte 500-2000€. Avec une version DIY, vous pouvez le fabriquer pour 80-150€ tout en gardant les mêmes performances.</p>

            <div class="stats">
                <div class="stat-box">
                    <div class="stat-number">50%</div>
                    <div class="stat-label">Économies d&#8217;eau</div>
                </div>
                <div class="stat-box">
                    <div class="stat-number">10h</div>
                    <div class="stat-label">Temps économisé/semaine</div>
                </div>
                <div class="stat-box">
                    <div class="stat-number">80-150€</div>
                    <div class="stat-label">Coût de fabrication</div>
                </div>
                <div class="stat-box">
                    <div class="stat-number">+40%</div>
                    <div class="stat-label">Augmentation productivité</div>
                </div>
            </div>

            <h3>Avantages Principaux :</h3>
            <ul>
                <li><strong>Économique</strong> : 80-150€ au lieu de 500-2000€</li>
                <li><strong>Automatique</strong> : Arrose vos plantes même en votre absence</li>
                <li><strong>Économe en eau</strong> : Réduit la consommation de 50%</li>
                <li><strong>Gain de temps</strong> : Libère 10 heures par semaine</li>
                <li><strong>Meilleure croissance</strong> : Arrosage régulier et optimal</li>
                <li><strong>Écologique</strong> : Utilise l&#8217;eau de manière intelligente</li>
            </ul>

            <h2>Matériaux Nécessaires</h2>

            <p>Pour fabriquer votre système d&#8217;irrigation automatique DIY, vous aurez besoin de composants simples et peu coûteux :</p>

            <img  alt="Matériel nécessaire pour fabriquer un système d'irrigation automatique DIY" class="article-image" loading="lazy" decoding="async" src="https://d2xsxph8kpxj0f.cloudfront.net/310519663541973417/GWxr4uJzTwYrEsRZta42wQ/materiel-irrigation-DbrHnWTML9UJfz6FsoSjPE.webp">
            <p class="image-caption">Figure 1 : Tous les matériaux nécessaires pour votre système d&#8217;irrigation automatique DIY (coût total : 80-150€)</p>

            <table>
                <tr>
                    <th>Composant</th>
                    <th>Spécification</th>
                    <th>Coût</th>
                    <th>Fonction</th>
                </tr>
                <tr>
                    <td>Réservoir d&#8217;eau</td>
                    <td>20-50L</td>
                    <td>15-30€</td>
                    <td>Stockage de l&#8217;eau</td>
                </tr>
                <tr>
                    <td>Pompe 12V</td>
                    <td>5-10 L/min</td>
                    <td>20-40€</td>
                    <td>Circulation de l&#8217;eau</td>
                </tr>
                <tr>
                    <td>Minuteur programmable</td>
                    <td>Numérique</td>
                    <td>15-25€</td>
                    <td>Programmation arrosage</td>
                </tr>
                <tr>
                    <td>Capteur d&#8217;humidité</td>
                    <td>Analogique/Digital</td>
                    <td>10-20€</td>
                    <td>Surveillance du sol</td>
                </tr>
                <tr>
                    <td>Tuyaux goutte-à-goutte</td>
                    <td>15-30 mètres</td>
                    <td>10-15€</td>
                    <td>Distribution d&#8217;eau</td>
                </tr>
                <tr>
                    <td>Goutteurs</td>
                    <td>20-50 pcs</td>
                    <td>5-10€</td>
                    <td>Apport d&#8217;eau aux plantes</td>
                </tr>
                <tr>
                    <td>Batterie 12V</td>
                    <td>7-12 Ah</td>
                    <td>20-30€</td>
                    <td>Alimentation pompe</td>
                </tr>
                <tr>
                    <td>Panneau solaire</td>
                    <td>20-30W</td>
                    <td>30-50€</td>
                    <td>Recharge batterie</td>
                </tr>
                <tr>
                    <td>Connecteurs &#038; Tuyaux</td>
                    <td>Assortiment</td>
                    <td>10-15€</td>
                    <td>Connexions</td>
                </tr>
                <tr>
                    <td>Filtres</td>
                    <td>Filtre à tamis</td>
                    <td>5-10€</td>
                    <td>Protection pompe</td>
                </tr>
            </table>

            <div class="box-info">
                <strong><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4a1.png" alt="💡" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Conseil :</strong> Commencez avec un petit système pour 5-10 plantes. Vous pourrez l&#8217;agrandir progressivement en ajoutant des tuyaux et des goutteurs.
            </div>

            <h2>Fonctionnement du Système</h2>

            <p>Comprendre comment fonctionne votre système d&#8217;irrigation automatique est essentiel :</p>

            <img  alt="Schéma de fonctionnement du système d'irrigation automatique" class="article-image" loading="lazy" decoding="async" src="https://d2xsxph8kpxj0f.cloudfront.net/310519663541973417/GWxr4uJzTwYrEsRZta42wQ/schema-fonctionnement-irrigation-3SXDo6DN2LSY7bqgUcdmtf.webp">
            <p class="image-caption">Figure 2 : Flux d&#8217;eau complet du système d&#8217;irrigation automatique DIY</p>

            <h3>Les 6 Étapes du Processus :</h3>
            <ol>
                <li><strong>Réservoir d&#8217;eau</strong> : Stocke l&#8217;eau pour l&#8217;arrosage</li>
                <li><strong>Pompe 12V</strong> : Activée par le minuteur, elle pousse l&#8217;eau</li>
                <li><strong>Tuyaux principaux</strong> : Transportent l&#8217;eau du réservoir aux zones de culture</li>
                <li><strong>Tuyaux goutte-à-goutte</strong> : Distribuent l&#8217;eau régulièrement le long des rangées</li>
                <li><strong>Goutteurs</strong> : Apportent l&#8217;eau directement au pied de chaque plante</li>
                <li><strong>Capteur d&#8217;humidité</strong> : Surveille le sol et optimise l&#8217;arrosage</li>
            </ol>

            <h2>Étapes d&#8217;Installation</h2>

            <p>L&#8217;installation d&#8217;un système d&#8217;irrigation automatique DIY suit 6 étapes principales :</p>

            <img  alt="Étapes d'installation du système d'irrigation automatique" class="article-image" loading="lazy" decoding="async" src="https://d2xsxph8kpxj0f.cloudfront.net/310519663541973417/GWxr4uJzTwYrEsRZta42wQ/etapes-installation-irrigation-PpSwt7T8jd9WjKqjbqq8Uc.webp">
            <p class="image-caption">Figure 3 : Les 6 étapes simples pour installer votre système d&#8217;irrigation automatique DIY</p>

            <h3>Étape 1 : Préparation du Réservoir</h3>
            <ul>
                <li>Placez le réservoir sur une surface plane et stable</li>
                <li>Remplissez-le d&#8217;eau propre (eau de pluie ou eau du robinet)</li>
                <li>Installez un filtre à tamis à l&#8217;entrée pour éviter les débris</li>
                <li>Percez un petit trou pour l&#8217;entrée de la pompe</li>
            </ul>

            <h3>Étape 2 : Installation de la Pompe</h3>
            <ul>
                <li>Installez la pompe 12V près du réservoir</li>
                <li>Connectez le tuyau d&#8217;aspiration à la sortie du réservoir</li>
                <li>Connectez le tuyau de refoulement à la pompe</li>
                <li>Testez le débit (5-10 L/min est idéal)</li>
            </ul>

            <h3>Étape 3 : Connexion des Tuyaux Principaux</h3>
            <ul>
                <li>Raccordez les tuyaux principaux depuis la pompe</li>
                <li>Distribuez-les vers les différentes zones de votre jardin</li>
                <li>Utilisez des connecteurs T pour les bifurcations</li>
                <li>Testez la pression et l&#8217;absence de fuites</li>
            </ul>

            <h3>Étape 4 : Installation des Tuyaux Goutte-à-Goutte</h3>
            <ul>
                <li>Déroulez les tuyaux goutte-à-goutte le long des rangées</li>
                <li>Fixez-les avec des agrafes ou des piquets</li>
                <li>Vérifiez que l&#8217;eau s&#8217;écoule régulièrement</li>
                <li>Ajustez la pression si nécessaire</li>
            </ul>

            <h3>Étape 5 : Placement des Goutteurs</h3>
            <ul>
                <li>Insérez les goutteurs aux endroits souhaités</li>
                <li>Placez-les près de chaque plante ou légume</li>
                <li>Espacez-les régulièrement (30-50 cm)</li>
                <li>Testez le débit de chaque goutteur</li>
            </ul>

            <h3>Étape 6 : Programmation du Minuteur</h3>
            <ul>
                <li>Réglez l&#8217;heure de départ (ex : 06:00)</li>
                <li>Réglez la durée d&#8217;arrosage (ex : 30 minutes)</li>
                <li>Réglez la fréquence (tous les jours, tous les 2 jours, etc.)</li>
                <li>Testez le système en mode manuel</li>
            </ul>

            <div class="highlight">
                <strong><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/26a0.png" alt="⚠" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Important :</strong> Testez toujours le système avant de partir en vacances. Vérifiez qu&#8217;il n&#8217;y a pas de fuites et que tous les goutteurs fonctionnent correctement.
            </div>

            <h2>Jardin Automatisé et Productif</h2>

            <p>Voici les résultats réels d&#8217;un système d&#8217;irrigation automatique DIY :</p>

            <img  alt="Jardin automatisé avec système d'irrigation DIY" class="article-image" loading="lazy" decoding="async" src="https://d2xsxph8kpxj0f.cloudfront.net/310519663541973417/GWxr4uJzTwYrEsRZta42wQ/jardin-automatise-TeZLZa6srWfYVtL7KBPsMV.webp">
            <p class="image-caption">Figure 4 : Jardin automatisé et productif grâce au système d&#8217;irrigation DIY</p>

            <h3>Résultats Mesurés :</h3>
            <ul>
                <li><strong>Économies d&#8217;eau</strong> : 50% (arrosage goutte-à-goutte vs arrosage manuel)</li>
                <li><strong>Temps économisé</strong> : 10 heures par semaine</li>
                <li><strong>Augmentation productivité</strong> : +40% (plantes mieux hydratées)</li>
                <li><strong>Plantes saines</strong> : Moins de maladies liées au stress hydrique</li>
                <li><strong>Réduction coûts</strong> : -30€/mois en eau</li>
            </ul>

            <h2>Économies d&#8217;Eau et de Temps</h2>

            <img  alt="Économies d'eau et de temps avec irrigation automatique" class="article-image" loading="lazy" decoding="async" src="https://d2xsxph8kpxj0f.cloudfront.net/310519663541973417/GWxr4uJzTwYrEsRZta42wQ/economie-eau-temps-R2YwYRNHS9E8fyjmkLGeWo.webp">
            <p class="image-caption">Figure 5 : Comparaison des économies d&#8217;eau et de temps : arrosage manuel vs automatique</p>

            <h3>Comparaison Détaillée :</h3>
            <ul>
                <li><strong>Consommation d&#8217;eau</strong> : -50% (arrosage optimisé)</li>
                <li><strong>Temps d&#8217;arrosage</strong> : -10h/semaine (automatisation complète)</li>                <li><strong>Coûts 
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<h3 class="wp-block-heading"><img alt="&#x1f4a1;"  loading="lazy" decoding="async" src="https://s.w.org/images/core/emoji/17.0.2/svg/1f4a1.svg"> Vous Cherchez à Économiser de l’Énergie ?</h3>



<p>Tout comme cette clim DIY réduit votre consommation d’énergie, le kit Eco-Leau <strong>HYBRID4ALL</strong> peut réduire votre consommation de carburant de <strong>21%</strong> et vos émissions de CO2 de <strong>20%</strong>.</p>



<p>Découvrez comment transformer votre moteur en moteur hybride à eau et économiser <strong>620€ par an</strong> en carburant.<a href="https://hybrid4all.com" target="_blank" rel="noreferrer noopener">Visiter HYBRID4ALL.com – Économisez du Carburant Maintenant</a></p>
<p>The post <a href="https://hybrid4all.com/2026/06/27/fabriquer-un-systeme-dirrigation-automatique-diy/">Fabriquer un Système d’Irrigation Automatique DIY</a> appeared first on <a href="https://hybrid4all.com">H4All</a>.</p>
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		<title>Fabriquer une Batterie Solaire DIY</title>
		<link>https://hybrid4all.com/2026/06/27/fabriquer-une-batterie-solaire-diy/</link>
					<comments>https://hybrid4all.com/2026/06/27/fabriquer-une-batterie-solaire-diy/#respond</comments>
		
		<dc:creator><![CDATA[Leau Eco]]></dc:creator>
		<pubDate>Sat, 27 Jun 2026 08:54:04 +0000</pubDate>
				<category><![CDATA[Résilience énergétique]]></category>
		<guid isPermaLink="false">https://hybrid4all.com/?p=1859</guid>

					<description><![CDATA[<p>L’énergie solaire est gratuite, inépuisable et écologique. Mais le vrai défi est de la stocker efficacement pour l’utiliser la nuit ou par temps nuageux. C’est là qu’intervient la batterie solaire DIY !</p>
<p>The post <a href="https://hybrid4all.com/2026/06/27/fabriquer-une-batterie-solaire-diy/">Fabriquer une Batterie Solaire DIY</a> appeared first on <a href="https://hybrid4all.com">H4All</a>.</p>
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<body>
    <header>
        <div class="container">
            <h1>Fabriquer une Batterie Solaire DIY</h1>
            <p>Guide Complet pour Stocker l&#8217;Énergie Solaire et Atteindre l&#8217;Autonomie Énergétique</p>
        </div>
    </header>

    <div class="container">
        <div class="breadcrumb">
            <a href="#">Accueil</a> > <a href="#">Énergie</a> > <span>Batterie Solaire DIY</span>
        </div>

        <article>
            <p><strong>L&#8217;énergie solaire est gratuite, inépuisable et écologique.</strong> Mais le vrai défi est de la <strong>stocker efficacement</strong> pour l&#8217;utiliser la nuit ou par temps nuageux. C&#8217;est là qu&#8217;intervient la batterie solaire DIY !</p>

            <p>Dans ce guide complet, nous vous montrons comment fabriquer votre propre système de stockage d&#8217;énergie solaire. Cette solution peut réduire votre facture d&#8217;électricité de 80% et vous offrir une <strong>autonomie énergétique complète</strong>.</p>

            <h2>Pourquoi Fabriquer une Batterie Solaire DIY ?</h2>

            <p>Les batteries solaires commerciales coûtent très cher (5000-15000€). Avec une batterie DIY, vous pouvez réduire ce coût de 50-70% tout en gardant les mêmes performances.</p>

            <div class="stats">
                <div class="stat-box">
                    <div class="stat-number">80%</div>
                    <div class="stat-label">Réduction facture électricité</div>
                </div>
                <div class="stat-box">
                    <div class="stat-number">300-600€</div>
                    <div class="stat-label">Coût de fabrication</div>
                </div>
                <div class="stat-box">
                    <div class="stat-number">3-5 jours</div>
                    <div class="stat-label">Autonomie sans soleil</div>
                </div>
                <div class="stat-box">
                    <div class="stat-number">2000-3000€</div>
                    <div class="stat-label">Économies par an</div>
                </div>
            </div>

            <h3>Avantages Principaux :</h3>
            <ul>
                <li><strong>Économique</strong> : 50-70% moins cher qu&#8217;une batterie commerciale</li>
                <li><strong>Autonome</strong> : Indépendance énergétique complète</li>
                <li><strong>Écologique</strong> : 100% renouvelable et durable</li>
                <li><strong>Flexible</strong> : Adaptable à vos besoins énergétiques</li>
                <li><strong>Performant</strong> : Stockage efficace et fiable</li>
                <li><strong>Évolutif</strong> : Peut être agrandi avec le temps</li>
            </ul>

            <h2>Matériaux Nécessaires</h2>

            <p>Pour fabriquer votre batterie solaire DIY, vous aurez besoin de composants électriques de qualité :</p>

            <img  alt="Matériel nécessaire pour fabriquer une batterie solaire DIY" class="article-image" loading="lazy" decoding="async" src="https://d2xsxph8kpxj0f.cloudfront.net/310519663541973417/GWxr4uJzTwYrEsRZta42wQ/materiel-batterie-solaire-MaJQPJHjEMEAVUUpdANZgo.webp">
            <p class="image-caption">Figure 1 : Tous les composants nécessaires pour votre batterie solaire DIY (coût total : 300-600€)</p>

            <table>
                <tr>
                    <th>Composant</th>
                    <th>Spécification</th>
                    <th>Coût</th>
                    <th>Fonction</th>
                </tr>
                <tr>
                    <td>Panneau Solaire</td>
                    <td>50-100W / 18V</td>
                    <td>80-150€</td>
                    <td>Capture l&#8217;énergie du soleil</td>
                </tr>
                <tr>
                    <td>Batterie</td>
                    <td>12V / 50-100Ah</td>
                    <td>100-250€</td>
                    <td>Stocke l&#8217;énergie électrique</td>
                </tr>
                <tr>
                    <td>Contrôleur MPPT</td>
                    <td>10A / 12V</td>
                    <td>50-100€</td>
                    <td>Optimise la charge</td>
                </tr>
                <tr>
                    <td>Onduleur</td>
                    <td>1000W / 12V→220V</td>
                    <td>80-150€</td>
                    <td>Convertit DC en AC</td>
                </tr>
                <tr>
                    <td>Câbles Solaires</td>
                    <td>6mm² rouge/noir</td>
                    <td>20-30€</td>
                    <td>Connexions électriques</td>
                </tr>
                <tr>
                    <td>Connecteurs MC4</td>
                    <td>Paire</td>
                    <td>10-15€</td>
                    <td>Connexions rapides</td>
                </tr>
                <tr>
                    <td>Boîtier Protection</td>
                    <td>Avec disjoncteur</td>
                    <td>30-50€</td>
                    <td>Sécurité du système</td>
                </tr>
                <tr>
                    <td>Fusibles &#038; Porte-fusibles</td>
                    <td>20A et 30A</td>
                    <td>15-20€</td>
                    <td>Protection circuits</td>
                </tr>
                <tr>
                    <td>Multimètre</td>
                    <td>Numérique</td>
                    <td>15-25€</td>
                    <td>Mesure tensions/courants</td>
                </tr>
            </table>

            <div class="box-info">
                <strong><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4a1.png" alt="💡" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Conseil :</strong> Commencez avec une batterie 50Ah pour tester le système. Vous pourrez ajouter d&#8217;autres batteries en parallèle pour augmenter la capacité.
            </div>

            <h2>Fonctionnement du Système</h2>

            <p>Comprendre comment fonctionne votre batterie solaire DIY est essentiel :</p>

            <img  alt="Schéma de fonctionnement complet du système batterie solaire" class="article-image" loading="lazy" decoding="async" src="https://d2xsxph8kpxj0f.cloudfront.net/310519663541973417/GWxr4uJzTwYrEsRZta42wQ/schema-fonctionnement-ZLoKsM7wrN24XBwAsmuMRP.webp">
            <p class="image-caption">Figure 2 : Flux énergétique complet du système batterie solaire DIY</p>

            <h3>Les 4 Étapes du Processus :</h3>
            <ol>
                <li><strong>Capture solaire</strong> : Le panneau solaire convertit les rayons du soleil en électricité (courant continu DC)</li>
                <li><strong>Régulation</strong> : Le contrôleur MPPT optimise la tension et protège la batterie</li>
                <li><strong>Stockage</strong> : La batterie accumule l&#8217;énergie pour une utilisation ultérieure</li>
                <li><strong>Conversion</strong> : L&#8217;onduleur transforme le courant continu 12V en courant alternatif 220V</li>
            </ol>

            <h2>Étapes d&#8217;Installation</h2>

            <p>L&#8217;installation d&#8217;une batterie solaire DIY suit 5 étapes principales :</p>

            <img  alt="Étapes d'installation de la batterie solaire DIY" class="article-image" loading="lazy" decoding="async" src="https://d2xsxph8kpxj0f.cloudfront.net/310519663541973417/GWxr4uJzTwYrEsRZta42wQ/etapes-installation-YiSmMc8NdhKoy2JccpDwNc.webp">
            <p class="image-caption">Figure 3 : Les 5 étapes simples pour installer votre batterie solaire DIY</p>

            <h3>Étape 1 : Montage du Panneau Solaire</h3>
            <ul>
                <li>Fixez solidement le panneau sur un support (toit, terrasse, mur)</li>
                <li>Orientation sud pour l&#8217;hémisphère nord (inclinaison 30-45°)</li>
                <li>Assurez-vous qu&#8217;il n&#8217;y a pas d&#8217;ombres</li>
                <li>Connectez les câbles solaires aux connecteurs MC4</li>
            </ul>

            <h3>Étape 2 : Installation du Contrôleur MPPT</h3>
            <ul>
                <li>Installez le contrôleur dans un endroit sec et ventilé</li>
                <li>Connectez le panneau solaire aux entrées du contrôleur</li>
                <li>Vérifiez la tension d&#8217;entrée (environ 18-20V)</li>
                <li>Configurez les paramètres de charge (tension de coupure, courant max)</li>
            </ul>

            <h3>Étape 3 : Connexion de la Batterie</h3>
            <ul>
                <li>Connectez la batterie aux sorties du contrôleur</li>
                <li>Respectez la polarité (+ et -)</li>
                <li>Installez un fusible 20A entre la batterie et le contrôleur</li>
                <li>Vérifiez que la tension de la batterie est correcte (12V)</li>
            </ul>

            <h3>Étape 4 : Installation de l&#8217;Onduleur</h3>
            <ul>
                <li>Connectez l&#8217;onduleur directement à la batterie</li>
                <li>Installez un fusible 30A entre la batterie et l&#8217;onduleur</li>
                <li>Placez l&#8217;onduleur dans un endroit ventilé</li>
                <li>Testez la sortie 220V avec un multimètre</li>
            </ul>

            <h3>Étape 5 : Test du Système</h3>
            <ul>
                <li>Vérifiez toutes les connexions</li>
                <li>Testez la charge du panneau solaire</li>
                <li>Testez la décharge de la batterie</li>
                <li>Testez les appareils 220V connectés</li>
            </ul>

            <div class="highlight">
                <strong><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/26a0.png" alt="⚠" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Important :</strong> Coupez toujours l&#8217;alimentation avant de manipuler les connexions. Respectez les polarités pour éviter les dommages.
            </div>

            <h2>Performance et Autonomie</h2>

            <p>Voici les performances réelles d&#8217;une batterie solaire DIY :</p>

            <img  alt="Performance et autonomie mesurées de la batterie solaire DIY" class="article-image" loading="lazy" decoding="async" src="https://d2xsxph8kpxj0f.cloudfront.net/310519663541973417/GWxr4uJzTwYrEsRZta42wQ/performance-autonomie-ki6c6Nmdwb5FvpQHhZJw2L.webp">
            <p class="image-caption">Figure 4 : Performance mesurée du système batterie solaire DIY</p>

            <h3>Capacité de Stockage :</h3>
            <ul>
                <li><strong>Batterie 50Ah</strong> : 0,6 kWh (12V × 50Ah = 600Wh)</li>
                <li><strong>Batterie 100Ah</strong> : 1,2 kWh (12V × 100Ah = 1200Wh)</li>
                <li><strong>Batterie 200Ah</strong> : 2,4 kWh (12V × 200Ah = 2400Wh)</li>
            </ul>

            <h3>Autonomie :</h3>
            <ul>
                <li><strong>Avec soleil</strong> : 3,8 jours (batterie se recharge chaque jour)</li>
                <li><strong>Sans soleil</strong> : 2,1 jours (batterie se décharge progressivement)</li>
                <li><strong>Astuce</strong> : Réduisez la consommation pour prolonger l&#8217;autonomie</li>
            </ul>

            <h3>Appareils Alimentables :</h3>
            <ul>
                <li>TV LED 100W : 2,1 jours</li>
                <li>Réfrigérateur 150W : 1,4 jours</li>
                <li>Ordinateur 60W : 3,5 jours</li>
                <li>Éclairage LED 10W : 21 jours</li>
                <li>Ventilateur 40W : 5,3 jours</li>
            </ul>

            <h2>Résultat Final et Avantages</h2>

            <img  alt="Résultat final : autonomie énergétique complète avec batterie solaire DIY" class="article-image" loading="lazy" decoding="async" src="https://d2xsxph8kpxj0f.cloudfront.net/310519663541973417/GWxr4uJzTwYrEsRZta42wQ/resultat-final-autonomie-beh5RfF76G2xvaVzqVjnM5.webp">
            <p class="image-caption">Figure 5 : Résultat final &#8211; Autonomie énergétique complète avec votre batterie solaire DIY</p>

            <h3>Économies Réalisables :</h3>
            <ul>
                <li><strong>Réduction facture</strong> : 80% (de 150€/mois à 30€/mois)</li>
                <li><strong>Économies annuelles</strong> : 2000-3000€</li>
                <li><strong>Amortissement</strong> : 3-5 ans</li>
                <li><strong>Durée de vie</strong> : 20-30 ans</li>
            </ul>

            <h2>Variantes et Améliorations</h2>

            <h3>Variante 1 : Batterie Lithium vs Plomb-Acide</h3>            <p><strong>Lithium (LiFePO4)</strong> : Plus cher (+200€) m
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<h3 class="wp-block-heading"><img alt="&#x1f4a1;"  loading="lazy" decoding="async" src="https://s.w.org/images/core/emoji/17.0.2/svg/1f4a1.svg"> Vous Cherchez à Économiser de l’Énergie ?</h3>



<p>Tout comme cette clim DIY réduit votre consommation d’énergie, le kit Eco-Leau <strong>HYBRID4ALL</strong> peut réduire votre consommation de carburant de <strong>21%</strong> et vos émissions de CO2 de <strong>20%</strong>.</p>



<p>Découvrez comment transformer votre moteur en moteur hybride à eau et économiser <strong>620€ par an</strong> en carburant.<a href="https://hybrid4all.com" target="_blank" rel="noreferrer noopener">Visiter HYBRID4ALL.com – Économisez du Carburant Maintenant</a></p>
<p>The post <a href="https://hybrid4all.com/2026/06/27/fabriquer-une-batterie-solaire-diy/">Fabriquer une Batterie Solaire DIY</a> appeared first on <a href="https://hybrid4all.com">H4All</a>.</p>
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			</item>
		<item>
		<title>Fabriquer une Clim Maison avec Ventilateur</title>
		<link>https://hybrid4all.com/2026/06/27/fabriquer-une-clim-maison-avec-ventilateur/</link>
					<comments>https://hybrid4all.com/2026/06/27/fabriquer-une-clim-maison-avec-ventilateur/#respond</comments>
		
		<dc:creator><![CDATA[Leau Eco]]></dc:creator>
		<pubDate>Sat, 27 Jun 2026 08:39:15 +0000</pubDate>
				<category><![CDATA[Résilience énergétique]]></category>
		<guid isPermaLink="false">https://hybrid4all.com/?p=1856</guid>

					<description><![CDATA[<p>Avec l'arrivée de l'été, les températures grimpent et les factures d'électricité explosent. Les climatiseurs traditionnels consomment énormément d'énergie et représentent un investissement important. Mais saviez-vous qu'il existe une solution simple, économique et écologique ? Fabriquer votre propre climatisation maison avec un ventilateur !</p>
<p>The post <a href="https://hybrid4all.com/2026/06/27/fabriquer-une-clim-maison-avec-ventilateur/">Fabriquer une Clim Maison avec Ventilateur</a> appeared first on <a href="https://hybrid4all.com">H4All</a>.</p>
]]></description>
										<content:encoded><![CDATA[<!-- content style : start --><style type="text/css" data-name="kubio-style"></style><!-- content style : end -->
<p>Guide Complet pour Refroidir Votre Maison Naturellement et Économiquement</p>



<p><a href="https://manususercontent.com/sandbox#">Accueil</a> &gt; <a href="https://manususercontent.com/sandbox#">Maison</a> &gt; Climatisation DIY</p>



<p><strong>Avec l&#8217;arrivée de l&#8217;été, les températures grimpent et les factures d&#8217;électricité explosent.</strong> Les climatiseurs traditionnels consomment énormément d&#8217;énergie et représentent un investissement important. Mais saviez-vous qu&#8217;il existe une solution simple, économique et écologique ? <strong>Fabriquer votre propre climatisation maison avec un ventilateur !</strong></p>



<p>Dans ce guide complet, nous vous montrons comment créer une clim DIY efficace en quelques étapes simples. Cette solution peut réduire votre consommation d&#8217;énergie de 60% par rapport à un climatiseur classique.</p>



<h2 class="wp-block-heading">Pourquoi Fabriquer une Clim Maison avec Ventilateur ?</h2>



<p>Avant de vous lancer dans la fabrication, comprendre les avantages est essentiel :</p>



<p>60%</p>



<p>Moins d&#8217;énergie qu&#8217;une clim classique</p>



<p>50€</p>



<p>Coût de fabrication moyen</p>



<p>30 min</p>



<p>Temps de fabrication</p>



<p>-5°C</p>



<p>Baisse de température moyenne</p>



<h3 class="wp-block-heading">Avantages Principaux :</h3>



<ul class="wp-block-list">
<li><strong>Économique</strong> : Coût de fabrication très faible (30-50€)</li>



<li><strong>Écologique</strong> : Consommation d&#8217;énergie réduite de 60%</li>



<li><strong>Facile à fabriquer</strong> : Aucune compétence technique requise</li>



<li><strong>Réutilisable</strong> : Utilise des matériaux recyclables</li>



<li><strong>Silencieuse</strong> : Moins bruyante qu&#8217;une clim classique</li>



<li><strong>Portable</strong> : Peut être déplacée facilement d&#8217;une pièce à l&#8217;autre</li>
</ul>



<h2 class="wp-block-heading">Matériaux Nécessaires</h2>



<p>Pour fabriquer votre climatisation DIY, vous aurez besoin de matériaux simples et peu coûteux :<img  alt="Matériel nécessaire pour fabriquer une clim DIY" loading="lazy" decoding="async" src="https://d2xsxph8kpxj0f.cloudfront.net/310519663541973417/GWxr4uJzTwYrEsRZta42wQ/materiel-necessaire-C6aEByXgbUFTJAgSQLGr3a.webp"></p>



<p>Figure 1 : Tous les matériaux nécessaires pour fabriquer votre clim DIY (coût total : 30-50€)</p>



<figure class="wp-block-table"><table class="has-fixed-layout"><tbody><tr><th>Matériau</th><th>Quantité</th><th>Coût Estimé</th><th>Où l&#8217;acheter</th></tr><tr><td>Ventilateur électrique</td><td>1</td><td>15-25€</td><td>Magasin électroménager</td></tr><tr><td>Glaçons ou sacs de glaçons</td><td>2-3 kg</td><td>5-10€</td><td>Supermarché</td></tr><tr><td>Boîte en plastique ou carton</td><td>1</td><td>Gratuit</td><td>À la maison</td></tr><tr><td>Tube PVC ou tuyau</td><td>1 mètre</td><td>5-10€</td><td>Magasin de bricolage</td></tr><tr><td>Gaine isolante</td><td>1 rouleau</td><td>5-10€</td><td>Magasin de bricolage</td></tr><tr><td>Scotch et colle</td><td>1 set</td><td>5€</td><td>Magasin de bricolage</td></tr></tbody></table></figure>



<p><strong><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4a1.png" alt="💡" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Conseil :</strong> Vous pouvez utiliser un ventilateur que vous avez déjà à la maison pour réduire les coûts. Le coût total peut descendre à 20-30€ si vous récupérez des matériaux.</p>



<h2 class="wp-block-heading">Étapes de Fabrication Détaillées</h2>



<h3 class="wp-block-heading">Étape 1 : Préparer la Boîte</h3>



<p>Prenez une boîte en plastique ou en carton de taille moyenne (30x20x15 cm environ). Percez deux trous :</p>



<ul class="wp-block-list">
<li><strong>Trou d&#8217;entrée</strong> : En bas à l&#8217;avant (pour le tuyau d&#8217;air froid)</li>



<li><strong>Trou de sortie</strong> : En haut à l&#8217;arrière (pour le ventilateur)</li>
</ul>



<p><img  alt="Étape 1 : Percer les trous dans la boîte" loading="lazy" decoding="async" src="https://d2xsxph8kpxj0f.cloudfront.net/310519663541973417/GWxr4uJzTwYrEsRZta42wQ/etape-1-boite-Rchvnrt2tVyXnPCwVi8fyv.webp"></p>



<p>Figure 2 : Étape 1 &#8211; Percez deux trous : un d&#8217;entrée (bas avant) et un de sortie (haut arrière)</p>



<h3 class="wp-block-heading">Étape 2 : Installer le Ventilateur</h3>



<p>Fixez le ventilateur sur le trou de sortie (arrière) avec du scotch ou des vis. Le ventilateur doit souffler l&#8217;air vers l&#8217;extérieur de la boîte.<img  alt="Étape 2 : Fixer le ventilateur" loading="lazy" decoding="async" src="https://d2xsxph8kpxj0f.cloudfront.net/310519663541973417/GWxr4uJzTwYrEsRZta42wQ/etape-2-ventilateur-i3KWQdnXzo4xWB5W6YrjT5.webp"></p>



<p>Figure 3 : Étape 2 &#8211; Fixez le ventilateur avec du scotch résistant ou des vis</p>



<h3 class="wp-block-heading">Étape 3 : Ajouter les Glaçons</h3>



<p>Remplissez la boîte avec des glaçons ou des sacs de glaçons. Vous pouvez aussi utiliser :</p>



<ul class="wp-block-list">
<li>Des bouteilles d&#8217;eau congelées</li>



<li>Des packs de froid réutilisables</li>



<li>De la glace sèche (attention : manipuler avec des gants)</li>
</ul>



<p><img  alt="Étape 3 : Remplir de glaçons" loading="lazy" decoding="async" src="https://d2xsxph8kpxj0f.cloudfront.net/310519663541973417/GWxr4uJzTwYrEsRZta42wQ/etape-3-glaçons-2pAWR9HUeTfzJtmSzeH2sx.webp"></p>



<p>Figure 4 : Étape 3 &#8211; Remplissez la boîte de glaçons ou d&#8217;alternatives (bouteilles congelées, packs de froid)</p>



<h3 class="wp-block-heading">Étape 4 : Connecter le Tuyau</h3>



<p>Fixez le tube PVC ou le tuyau au trou d&#8217;entrée (avant). Ce tuyau dirigera l&#8217;air froid vers votre pièce. Vous pouvez le prolonger avec plusieurs mètres de tuyau.</p>



<h3 class="wp-block-heading">Étape 5 : Isoler le Système</h3>



<p>Enveloppez la boîte avec de la gaine isolante pour éviter les pertes de froid. Cela augmente l&#8217;efficacité de 30%.</p>



<h3 class="wp-block-heading">Étape 6 : Tester et Ajuster</h3>



<p>Allumez le ventilateur et vérifiez que l&#8217;air froid sort par le tuyau. Ajustez la position du tuyau pour diriger l&#8217;air où vous le souhaitez.<img  alt="Résultat final : Clim DIY complète et fonctionnelle" loading="lazy" decoding="async" src="https://d2xsxph8kpxj0f.cloudfront.net/310519663541973417/GWxr4uJzTwYrEsRZta42wQ/etape-finale-resultat-a2HLMn2ntivT4Hm4asU5pv.webp"></p>



<p>Figure 5 : Résultat final &#8211; Votre clim DIY est prête à refroidir votre maison !</p>



<p><strong><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/26a0.png" alt="⚠" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Important :</strong> Remplacez les glaçons toutes les 2-3 heures pour maintenir l&#8217;efficacité. Vous pouvez préparer plusieurs sacs de glaçons à l&#8217;avance.</p>



<h2 class="wp-block-heading">Variantes et Améliorations</h2>



<h3 class="wp-block-heading">Variante 1 : Clim avec Eau Froide</h3>



<p>Au lieu de glaçons, utilisez un bac d&#8217;eau froide ou un radiateur refroidi. Cette méthode est plus durable et économique à long terme.</p>



<h3 class="wp-block-heading">Variante 2 : Clim avec Humidificateur</h3>



<p>Ajoutez un humidificateur pour augmenter l&#8217;effet de refroidissement par évaporation. Cela peut réduire la température de 5-7°C supplémentaires.</p>



<h3 class="wp-block-heading">Variante 3 : Clim Solaire</h3>



<p>Utilisez l&#8217;énergie solaire pour alimenter le ventilateur. Installez un petit panneau solaire (20W) pour une autonomie complète.</p>



<h3 class="wp-block-heading">Variante 4 : Clim Nocturne</h3>



<p>Fabriquez des glaçons pendant la nuit (quand l&#8217;électricité est moins chère) et utilisez-les pendant la journée.</p>



<h2 class="wp-block-heading">Efficacité et Performance</h2>



<p><strong>Quelle est l&#8217;efficacité réelle d&#8217;une clim DIY ?</strong></p>



<p>Les tests montrent que cette solution peut :</p>



<ul class="wp-block-list">
<li>Réduire la température d&#8217;une pièce de 3-7°C</li>



<li>Consommer 60% moins d&#8217;énergie qu&#8217;une clim classique</li>



<li>Fonctionner efficacement pendant 2-3 heures avec des glaçons</li>



<li>Coûter moins de 1€ par jour en électricité</li>
</ul>



<p><strong><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/26a0.png" alt="⚠" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Limitation :</strong> Cette solution est idéale pour les petites pièces (10-20 m²). Pour les grandes pièces, vous devrez fabriquer plusieurs unités ou utiliser une clim classique.</p>



<h2 class="wp-block-heading">Comparaison : Clim DIY vs Clim Classique</h2>



<figure class="wp-block-table"><table class="has-fixed-layout"><tbody><tr><th>Critère</th><th>Clim DIY</th><th>Clim Classique</th></tr><tr><td>Coût d&#8217;installation</td><td>30-50€</td><td>500-2000€</td></tr><tr><td>Consommation électrique</td><td>50-100W</td><td>1000-2000W</td></tr><tr><td>Coût mensuel (été)</td><td>10-20€</td><td>100-200€</td></tr><tr><td>Efficacité</td><td>-3 à -7°C</td><td>-10 à -15°C</td></tr><tr><td>Bruit</td><td>Faible (40-50 dB)</td><td>Moyen (60-70 dB)</td></tr><tr><td>Maintenance</td><td>Très simple</td><td>Complexe</td></tr></tbody></table></figure>



<h2 class="wp-block-heading">Conseils pour Maximiser l&#8217;Efficacité</h2>



<ol class="wp-block-list">
<li><strong>Fermez les portes et fenêtres</strong> : Évitez les appels d&#8217;air chaud</li>



<li><strong>Utilisez des rideaux épais</strong> : Bloquez la chaleur du soleil</li>



<li><strong>Aérez la nuit</strong> : Laissez entrer l&#8217;air frais la nuit</li>



<li><strong>Éteignez les appareils inutiles</strong> : Réduisez la chaleur interne</li>



<li><strong>Remplacez les glaçons régulièrement</strong> : Tous les 2-3 heures</li>



<li><strong>Placez le ventilateur stratégiquement</strong> : Près de vous pour un meilleur confort</li>



<li><strong>Utilisez des ventilateurs de plafond</strong> : Complément efficace</li>



<li><strong>Isolez bien votre maison</strong> : Réduisez les pertes de froid</li>
</ol>



<h2 class="wp-block-heading">Entretien et Durabilité</h2>



<p>Contrairement aux climatiseurs classiques, l&#8217;entretien est très simple :</p>



<ul class="wp-block-list">
<li>Nettoyez le ventilateur chaque semaine</li>



<li>Vérifiez l&#8217;isolation de la boîte</li>



<li>Remplacez les tuyaux s&#8217;ils sont endommagés</li>



<li>Videz l&#8217;eau de condensation régulièrement</li>
</ul>



<p>Avec un entretien minimal, votre clim DIY peut durer plusieurs années.</p>



<h2 class="wp-block-heading">Économies Réalisables</h2>



<p>En utilisant une clim DIY au lieu d&#8217;une clim classique pendant l&#8217;été :</p>



<p>80-90%</p>



<p>Réduction facture électricité</p>



<p>1000€+</p>



<p>Économies par an</p>



<p>Amortissement</p>



<p>Moins d&#8217;1 mois</p>



<h2 class="wp-block-heading">FAQ &#8211; Questions Fréquemment Posées</h2>



<p><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/2753.png" alt="❓" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Combien de temps dure la clim DIY ?</p>



<p>Avec des glaçons, elle fonctionne efficacement pendant 2-3 heures. Après, l&#8217;eau de fonte dilue les glaçons et l&#8217;efficacité diminue. Vous devez les remplacer.</p>



<p><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/2753.png" alt="❓" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Peut-on utiliser de la glace sèche ?</p>



<p>Oui, mais c&#8217;est plus cher et dangereux. La glace sèche doit être manipulée avec des gants. Elle dure plus longtemps (4-5 heures) mais coûte 2-3 fois plus cher.</p>



<p><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/2753.png" alt="❓" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Quel ventilateur choisir ?</p>



<p>Un ventilateur USB de 5W ou un ventilateur classique de 50-100W. Plus le ventilateur est puissant, plus l&#8217;air froid est projeté loin.</p>



<p><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/2753.png" alt="❓" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Peut-on refroidir plusieurs pièces ?</p>



<p>Oui, en prolongeant le tuyau avec plusieurs mètres de gaine. Mais l&#8217;efficacité diminue avec la distance. Idéalement, une clim DIY pour une pièce.</p>



<p><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/2753.png" alt="❓" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Est-ce dangereux pour la santé ?</p>



<p>Non, c&#8217;est une solution naturelle et saine. L&#8217;air froid est simplement de l&#8217;air refroidi par des glaçons, sans produits chimiques.</p>



<p><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/2753.png" alt="❓" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Peut-on utiliser cette clim en hiver ?</p>



<p>Non, ce système est conçu pour refroidir. En hiver, utilisez des radiateurs ou des chauffages classiques.</p>



<h2 class="wp-block-heading">Conclusion</h2>



<p>Fabriquer une climatisation maison avec un ventilateur est une <strong>solution simple, économique et écologique</strong> pour affronter l&#8217;été. Avec un coût de fabrication inférieur à 50€ et une consommation d&#8217;énergie réduite de 60%, c&#8217;est un investissement rentable en moins d&#8217;un mois.</p>



<p>Cette solution est idéale pour :</p>



<ul class="wp-block-list">
<li>Les petites pièces (10-20 m²)</li>



<li>Les budgets limités</li>



<li>Les personnes soucieuses de l&#8217;environnement</li>



<li>Ceux qui cherchent une solution rapide et facile</li>
</ul>



<p>N&#8217;hésitez pas à essayer et à adapter cette solution à vos besoins spécifiques !</p>



<h3 class="wp-block-heading"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4a1.png" alt="💡" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Vous Cherchez à Économiser de l&#8217;Énergie ?</h3>



<p>Tout comme cette clim DIY réduit votre consommation d&#8217;énergie, le kit Eco-Leau <strong>HYBRID4ALL</strong> peut réduire votre consommation de carburant de <strong>21%</strong> et vos émissions de CO2 de <strong>20%</strong>.</p>



<p>Découvrez comment transformer votre moteur en moteur hybride à eau et économiser <strong>620€ par an</strong> en carburant.<a href="https://hybrid4all.com" target="_blank" rel="noreferrer noopener">Visiter HYBRID4ALL.com &#8211; Économisez du Carburant Maintenant</a></p>



<p><strong>Article publié le :</strong> 27 juin 2026</p>



<p><strong>Catégories :</strong> Maison, Économies d&#8217;énergie, DIY, Climatisation</p>



<p><strong>Mots-clés :</strong> clim maison ventilateur, climatisation DIY, refroidir maison, ventilateur climatisation, économies énergie, clim pas cher, climatisation écologique</p>



<p><strong>Auteur :</strong> Guide Pratique Énergie</p>



<p></p>
<p>The post <a href="https://hybrid4all.com/2026/06/27/fabriquer-une-clim-maison-avec-ventilateur/">Fabriquer une Clim Maison avec Ventilateur</a> appeared first on <a href="https://hybrid4all.com">H4All</a>.</p>
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		<title>Kit Eco-Leau HYBRID4ALL : Réduisez votre Consommation de Carburant jusqu&#8217;à 21%*</title>
		<link>https://hybrid4all.com/2026/06/25/eco-leau-hybrid4all-hybrido-hybride-a-eau/</link>
					<comments>https://hybrid4all.com/2026/06/25/eco-leau-hybrid4all-hybrido-hybride-a-eau/#respond</comments>
		
		<dc:creator><![CDATA[Leau Eco]]></dc:creator>
		<pubDate>Thu, 25 Jun 2026 20:52:39 +0000</pubDate>
				<category><![CDATA[écologie]]></category>
		<category><![CDATA[economie]]></category>
		<category><![CDATA[Innovation]]></category>
		<category><![CDATA[Résilience énergétique]]></category>
		<guid isPermaLink="false">https://hybrid4all.com/?p=1845</guid>

					<description><![CDATA[<p>Face à la flambée des prix du carburant, une solution innovante et éprouvée gagne du terrain en Europe : le kit Eco-Leau HYBRID4ALL de la société HYBRIDO. Ce système mécanique d'injection d'eau permet de réduire votre consommation de carburant de 18 à 21% en moyenne, tout en diminuant vos émissions polluantes. Hybrid4all, Hybrid a eau , écolo , hybrido</p>
<p>The post <a href="https://hybrid4all.com/2026/06/25/eco-leau-hybrid4all-hybrido-hybride-a-eau/">Kit Eco-Leau HYBRID4ALL : Réduisez votre Consommation de Carburant jusqu&#8217;à 21%*</a> appeared first on <a href="https://hybrid4all.com">H4All</a>.</p>
]]></description>
										<content:encoded><![CDATA[<!-- content style : start --><style type="text/css" data-name="kubio-style">#kubio .style-aDdfpgWxn-outer a.style-aDdfpgWxn-link{text-align:center;background-color:rgba(var(--kubio-color-1),1);font-family:Open Sans,Helvetica, Arial, Sans-Serif, serif;font-weight:600;font-size:12px;line-height:1;letter-spacing:1px;text-decoration:none;text-transform:uppercase;color:#fff;border-top-color:rgba(var(--kubio-color-1),1);border-top-width:2px;border-top-style:solid;border-right-color:rgba(var(--kubio-color-1),1);border-right-width:2px;border-right-style:solid;border-bottom-color:rgba(var(--kubio-color-1),1);border-bottom-width:2px;border-bottom-style:solid;border-left-color:rgba(var(--kubio-color-1),1);border-left-width:2px;border-left-style:solid;border-top-left-radius:5px;border-top-right-radius:5px;border-bottom-left-radius:5px;border-bottom-right-radius:5px;padding-top:12px;padding-bottom:12px;padding-left:24px;padding-right:24px;justify-content:center;}#kubio .style-aDdfpgWxn-outer a.style-aDdfpgWxn-link:hover{background-color:rgba(var(--kubio-color-1-variant-4),1);border-top-color:rgba(var(--kubio-color-1-variant-4),1);border-right-color:rgba(var(--kubio-color-1-variant-4),1);border-bottom-color:rgba(var(--kubio-color-1-variant-4),1);border-left-color:rgba(var(--kubio-color-1-variant-4),1);}#kubio a.style-aDdfpgWxn-link .style-aDdfpgWxn-icon{width:12px;height:12px;min-width:12px;min-height:12px;margin-left:10px;margin-right:0px;}</style><!-- content style : end -->
<p>Système mécanique d&#8217;injection d&#8217;eau | Économisez 620€/an | Livraison Europe 2-3 jours*</p>



<p><strong>Accueil</strong> &gt; <strong>Technologie</strong> &gt; <strong>Kit Eco-Leau HYBRID4ALL</strong></p>



<h2 class="wp-block-heading">Kit Eco-Leau Hybride à eau HYBRID4ALL : La Solution pour Réduire votre Consommation de Carburant</h2>



<figure class="wp-block-image size-large"><img width="1024" height="576"  alt="" class="wp-image-1871"/ loading="lazy" decoding="async" src="https://hybrid4all.com/wp-content/uploads/2026/06/jgY703WlapgZHj3STjqFaR-img-4_1782657761000_na1fn_ZnJhbWUtNC1yZXN1bHRhdHMtaHlicmlk-1024x576.webp" srcset="https://hybrid4all.com/wp-content/uploads/2026/06/jgY703WlapgZHj3STjqFaR-img-4_1782657761000_na1fn_ZnJhbWUtNC1yZXN1bHRhdHMtaHlicmlk-1024x576.webp 1024w, https://hybrid4all.com/wp-content/uploads/2026/06/jgY703WlapgZHj3STjqFaR-img-4_1782657761000_na1fn_ZnJhbWUtNC1yZXN1bHRhdHMtaHlicmlk-300x169.webp 300w, https://hybrid4all.com/wp-content/uploads/2026/06/jgY703WlapgZHj3STjqFaR-img-4_1782657761000_na1fn_ZnJhbWUtNC1yZXN1bHRhdHMtaHlicmlk-768x432.webp 768w, https://hybrid4all.com/wp-content/uploads/2026/06/jgY703WlapgZHj3STjqFaR-img-4_1782657761000_na1fn_ZnJhbWUtNC1yZXN1bHRhdHMtaHlicmlk-1536x864.webp 1536w, https://hybrid4all.com/wp-content/uploads/2026/06/jgY703WlapgZHj3STjqFaR-img-4_1782657761000_na1fn_ZnJhbWUtNC1yZXN1bHRhdHMtaHlicmlk-2048x1152.webp 2048w, https://hybrid4all.com/wp-content/uploads/2026/06/jgY703WlapgZHj3STjqFaR-img-4_1782657761000_na1fn_ZnJhbWUtNC1yZXN1bHRhdHMtaHlicmlk-1920x1080.webp 1920w, https://hybrid4all.com/wp-content/uploads/2026/06/jgY703WlapgZHj3STjqFaR-img-4_1782657761000_na1fn_ZnJhbWUtNC1yZXN1bHRhdHMtaHlicmlk-600x338.webp 600w" sizes="(max-width: 1024px) 100vw, 1024px" /></figure>



<p>Face à la <strong>flambée des prix du carburant</strong>, une solution innovante et éprouvée gagne du terrain en Europe : le <strong>kit Eco-Leau HYBRID4ALL</strong> de la société <strong>HYBRIDO</strong>, le kit hybride a eau écolo. Ce système mécanique d&#8217;injection d&#8217;eau permet de <strong>réduire votre consommation de carburant de 18 à 21%</strong> en moyenne, tout en diminuant vos émissions polluantes.</p>



<p>Contrairement aux systèmes complexes et coûteux, le kit HYBRID4ALL est <strong>100% mécanique</strong>, sans électronique, sans boîtier de contrôle. Simple, fiable et efficace, il a déjà conquis plus de <strong>50 000 utilisateurs en Europe</strong> depuis 2010.</p>



<h3 class="wp-block-heading"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4ca.png" alt="📊" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Chiffres Clés du Kit Eco-Leau HYBRID4ALL</h3>



<ul class="wp-block-list">
<li><strong>50 000+ kits vendus</strong> en Europe depuis 2010</li>



<li><strong>1 000+ kits vendus</strong> chaque mois</li>



<li><strong>-21% de consommation</strong> de carburant en moyenne</li>



<li><strong>-20% d&#8217;émissions</strong> de CO2</li>



<li><strong>620€ d&#8217;économies</strong> par an</li>



<li><strong>Amortissement en 6-12 pleins</strong> de carburant</li>



<li><strong>Consommation d&#8217;eau</strong> : 10-20 cl pour 1 000 km</li>
</ul>



<h2 class="wp-block-heading">Comment Fonctionne le Kit Eco-Leau HYBRID4ALL ?</h2>



<figure class="wp-block-image size-large"><img width="1024" height="576"  alt="" class="wp-image-1853"/ loading="lazy" decoding="async" src="https://hybrid4all.com/wp-content/uploads/2026/06/lHp7ocWsfSlWcH1T43OQzU-img-1_1782468311000_na1fn_dGVjaG5pcXVlLW1vdGV1cg-1024x576.webp" srcset="https://hybrid4all.com/wp-content/uploads/2026/06/lHp7ocWsfSlWcH1T43OQzU-img-1_1782468311000_na1fn_dGVjaG5pcXVlLW1vdGV1cg-1024x576.webp 1024w, https://hybrid4all.com/wp-content/uploads/2026/06/lHp7ocWsfSlWcH1T43OQzU-img-1_1782468311000_na1fn_dGVjaG5pcXVlLW1vdGV1cg-300x169.webp 300w, https://hybrid4all.com/wp-content/uploads/2026/06/lHp7ocWsfSlWcH1T43OQzU-img-1_1782468311000_na1fn_dGVjaG5pcXVlLW1vdGV1cg-768x432.webp 768w, https://hybrid4all.com/wp-content/uploads/2026/06/lHp7ocWsfSlWcH1T43OQzU-img-1_1782468311000_na1fn_dGVjaG5pcXVlLW1vdGV1cg-1536x864.webp 1536w, https://hybrid4all.com/wp-content/uploads/2026/06/lHp7ocWsfSlWcH1T43OQzU-img-1_1782468311000_na1fn_dGVjaG5pcXVlLW1vdGV1cg-2048x1152.webp 2048w, https://hybrid4all.com/wp-content/uploads/2026/06/lHp7ocWsfSlWcH1T43OQzU-img-1_1782468311000_na1fn_dGVjaG5pcXVlLW1vdGV1cg-1920x1080.webp 1920w, https://hybrid4all.com/wp-content/uploads/2026/06/lHp7ocWsfSlWcH1T43OQzU-img-1_1782468311000_na1fn_dGVjaG5pcXVlLW1vdGV1cg-600x338.webp 600w" sizes="(max-width: 1024px) 100vw, 1024px" /></figure>



<h3 class="wp-block-heading">Système Mécanique Simple et Robuste : 100% Fiable</h3>



<p>Le kit HYBRID4ALL repose sur un <strong>principe mécanique éprouvé depuis plus de 100 ans</strong> : l&#8217;injection d&#8217;eau dans le moteur. Contrairement aux idées reçues, ce n&#8217;est pas un &#8220;moteur à eau&#8221;, mais un système d&#8217;<strong>optimisation de la combustion</strong> qui améliore l&#8217;efficacité énergétique de votre véhicule.</p>



<h3 class="wp-block-heading">Les 6 Étapes du Fonctionnement du Kit Injection d&#8217;Eau</h3>



<ol class="wp-block-list">
<li><strong>Réservoir d&#8217;eau compact</strong> : Un petit réservoir transparent (1-2 litres) contient de l&#8217;eau distillée ou de pluie</li>



<li><strong>Dépression du moteur</strong> : Le système utilise la dépression naturelle du moteur pour fonctionner (100% mécanique)</li>



<li><strong>Injection d&#8217;eau dans l&#8217;admission d&#8217;air</strong> : L&#8217;eau est injectée sous forme de fines gouttelettes dans le collecteur d&#8217;admission d&#8217;air (PAS dans les injecteurs de carburant)</li>



<li><strong>Refroidissement et densification de l&#8217;air</strong> : L&#8217;eau refroidit l&#8217;air entrant, le rendant plus dense et riche en oxygène</li>



<li><strong>Meilleure combustion du carburant</strong> : Le moteur brûle le carburant plus efficacement, consomme moins</li>



<li><strong>Dépressiomètre en option</strong> : Un manomètre peut être ajouté pour surveiller la consommation d&#8217;eau</li>
</ol>



<figure class="wp-block-image"><img  alt="Installation du kit HYBRID4ALL en 5 étapes : réservoir, tuyaux, injecteur dans admission d'air, raccordement, test"/ loading="lazy" decoding="async" src="https://d2xsxph8kpxj0f.cloudfront.net/310519663541973417/GWxr4uJzTwYrEsRZta42wQ/installation-corrigee-VruW7Sw3ZAKdaCTvfQYAH3.webp"></figure>



<h3 class="wp-block-heading">Caractéristiques Techniques du Système d&#8217;Injection d&#8217;Eau</h3>



<ul class="wp-block-list">
<li><strong>100% mécanique</strong> : Aucune électronique, aucun boîtier de contrôle</li>



<li><strong>Réservoir compact</strong> : 1-2 litres seulement</li>



<li><strong>Injection</strong> : Dans le collecteur d&#8217;admission d&#8217;air (pas dans les injecteurs)</li>



<li><strong>Fonctionnement</strong> : Par dépression naturelle du moteur</li>



<li><strong>Dépressiomètre en option</strong> : Manomètre pour surveiller la consommation d&#8217;eau</li>



<li><strong>Compatible</strong> : Essence, Diesel, GPL, Bio-éthanol, Hybride</li>



<li><strong>Installation</strong> : 2-3 heures sans modification du moteur</li>



<li><strong>Consommation d&#8217;eau</strong> : Dérisoire (10-20 cl pour 1 000 km)</li>
</ul>



<h2 class="wp-block-heading">Résultats Mesurables : Avant et Après Installation du Kit Eco-Leau</h2>



<figure class="wp-block-image"><img  alt="Résultats mesurables du kit HYBRID4ALL : réduction consommation, émissions CO2, augmentation autonomie, économies"/ loading="lazy" decoding="async" src="https://d2xsxph8kpxj0f.cloudfront.net/310519663541973417/GWxr4uJzTwYrEsRZta42wQ/resultats-final-5mfd7GD6HtR8mUjA3N7Rci.webp"></figure>



<h3 class="wp-block-heading">Tableau Comparatif : Avant et Après Installation</h3>



<figure class="wp-block-table"><table class="has-fixed-layout"><tbody><tr><th>Critère</th><th>Avant Installation</th><th>Après Installation</th><th>Réduction / Augmentation</th></tr><tr><td><strong>Consommation de carburant</strong></td><td>7,0 L/100 km</td><td>5,5 L/100 km</td><td><strong>-21%</strong></td></tr><tr><td><strong>Émissions de CO2</strong></td><td>162 g/km</td><td>130 g/km</td><td><strong>-20%</strong></td></tr><tr><td><strong>Autonomie du véhicule</strong></td><td>714 km</td><td>870 km</td><td><strong>+156 km (+22%)</strong></td></tr><tr><td><strong>Économies annuelles</strong></td><td>&#8211;</td><td>620 €</td><td><strong>620 € / an</strong></td></tr></tbody></table></figure>



<h3 class="wp-block-heading">Avantages Clés du Kit HYBRID4ALL</h3>



<h4 class="wp-block-heading">-21%</h4>



<p>Consommation de carburant</p>



<h4 class="wp-block-heading">-20%</h4>



<p>Émissions de CO2</p>



<h4 class="wp-block-heading">+156 km</h4>



<p>Autonomie supplémentaire</p>



<h4 class="wp-block-heading">620 €</h4>



<p>Économies par an</p>



<h2 class="wp-block-heading">Installation du Kit Eco-Leau : Trois Formules Adaptées à vos Besoins</h2>



<h3 class="wp-block-heading">Pack ESSENTIEL &#8211; Kit Seul (499 €)</h3>



<p>Vous achetez le kit et le montez vous-même ou chez votre mécanicien. Notice fournie. Compatible tous moteurs (essence, diesel, GPL, bio-éthanol, hybride).</p>



<h3 class="wp-block-heading">Pack SÉRÉNITÉ &#8211; Kit + Assistance (699 €)</h3>



<p>Vous êtes assisté lors de votre installation par nos spécialistes via visioconférence. Nos techniciens vous accompagnent et vous assistent pendant toute l&#8217;installation.</p>



<h3 class="wp-block-heading">Pack EXPERT &#8211; Kit + Installation Complète (1 000 €+)</h3>



<p>Nos installateurs privés certifiés se déplacent chez vous pour une installation complète et professionnelle. Satisfait ou remboursé.</p>



<h3 class="wp-block-heading">Avantages de l&#8217;Installation du Système d&#8217;Injection d&#8217;Eau</h3>



<ul class="wp-block-list">
<li><strong>Simple</strong> : 2-3 heures maximum</li>



<li><strong>Non-intrusive</strong> : Aucune modification du moteur</li>



<li><strong>Réversible</strong> : Peut être retiré sans endommager le véhicule</li>



<li><strong>Compatible</strong> : Tous les moteurs thermiques</li>



<li><strong>Garantie</strong> : Satisfait ou remboursé</li>
</ul>



<h2 class="wp-block-heading">Témoignages de Clients Satisfaits : Résultats Concrets</h2>



<figure class="wp-block-image"><img  alt="Témoignages de clients HYBRID4ALL satisfaits"/ loading="lazy" decoding="async" src="https://d2xsxph8kpxj0f.cloudfront.net/310519663541973417/GWxr4uJzTwYrEsRZta42wQ/temoignages-final-K9yGFLiy5uqDsQthzbjD8J.webp"></figure>



<h3 class="wp-block-heading">Entreprises et Organisations Adoptant le Kit Eco-Leau</h3>



<p>Le kit Eco-Leau HYBRID4ALL a séduit de nombreuses organisations en Europe, des petites entreprises aux grands groupes :</p>



<p><strong>Petit Train Touristique de Roscoff (Bretagne)</strong><br><em>&#8220;Nous étions curieux de découvrir ce moteur à l&#8217;eau dont nous avions entendu parler. Nous constatons une division par 2 de la consommation de carburant, et nos clients nous félicitent de l&#8217;abaissement des rejets polluants.&#8221;</em><br><strong>Source :</strong> Ouest-France &#8211; &#8220;Roscoff : le petit train touristique roule à l&#8217;eau de pluie&#8221;<br><strong>Résultat :</strong>Division par 2 de la consommation (-50%)</p>



<p><strong>LOCRONAN (Bretagne) &#8211; Transport</strong><br><em>&#8220;Sur un Renault Master 150 CV Diesel, qui consommait habituellement entre 14 &amp; 15L au 100 KM, nous sommes passés à 11 L&#8221;</em><br><strong>Résultat :</strong>Réduction de 14-15L à 11L/100 km (-25%)</p>



<p><strong>AUBERGE DU MOULIN (Ollainville) &#8211; Restauration</strong><br><em>&#8220;Installé depuis 3 semaines sur mon Scenic de 2006 1.9Dci 130cv :<br>• Autoroute : De 6,5l/100 je suis passé à 5,3l/100<br>• Route : De 6,1l/100 je suis passé à 4,7l/100<br>Hyper efficace !&#8221;</em><br><strong>Résultat :</strong>-18% à -23% selon type de route</p>



<p><strong>MR REYNAUD &#8211; Motocycliste</strong><br><em>&#8220;Acquisition de son troisième kit HYBRID4ALL : Sur Moto 650 W KAWASAKI, consommation passée à 3.3 L AU LIEU DE 4.5L au 100 KM&#8221;</em><br><strong>Résultat :</strong>-27% | Client récurrent (3ème kit acheté)</p>



<p><strong>R. ALLOT &#8211; Transport</strong><br><em>&#8220;Là où la plupart des gens font du 13L j&#8217;arrivais à descendre à 10L sans le kit. Avec le kit je suis à 8,5 environ et un joli record à 7,7L&#8221;</em><br><strong>Résultat :</strong>Réduction de 13L à 7,7L/100 km (-40%)</p>



<h2 class="wp-block-heading">Livraison Partout en Europe en 2-3 Jours : Structure HYBRIDO</h2>



<figure class="wp-block-image"><img  alt="Couverture Europe HYBRID4ALL : Perpignan, Bruxelles, Londres, livraison toute Europe"/ loading="lazy" decoding="async" src="https://d2xsxph8kpxj0f.cloudfront.net/310519663541973417/GWxr4uJzTwYrEsRZta42wQ/couverture-final-oT3dXcEtfAgmpg6YkvPsGy.webp"></figure>



<h3 class="wp-block-heading">Structure Européenne de HYBRIDO : Présence Solide</h3>



<p>La société <strong>HYBRIDO</strong> dispose d&#8217;une présence solide en Europe pour assurer une livraison rapide et un support technique de qualité :</p>



<ul class="wp-block-list">
<li><strong><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f3e2.png" alt="🏢" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Siège Principal</strong> : Catalogne / Perpignan (France)</li>



<li><strong><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f3e2.png" alt="🏢" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Antenne Belgique</strong> : Bruxelles</li>



<li><strong><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f3e2.png" alt="🏢" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Antenne Royaume-Uni</strong> : Londres</li>



<li><strong><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4e6.png" alt="📦" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Livraison</strong> : Toute l&#8217;Europe en 2-3 jours</li>



<li><strong><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f527.png" alt="🔧" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Installation</strong> : Réseau d&#8217;installateurs certifiés</li>



<li><strong><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4de.png" alt="📞" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Support</strong> : Service client multilingue</li>
</ul>



<h2 class="wp-block-heading">Articles et Sources Officielles : Crédibilité et Confiance</h2>



<h3 class="wp-block-heading">Médias Professionnels Couvrant le Kit Eco-Leau HYBRID4ALL</h3>



<p>Le kit Eco-Leau HYBRID4ALL a été couvert par plusieurs médias professionnels de renom, confirmant son efficacité et sa popularité :</p>



<h4 class="wp-block-heading"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4f0.png" alt="📰" class="wp-smiley" style="height: 1em; max-height: 1em;" /> 20 Minutes (5 juillet 2022)</h4>



<p><em>&#8220;Prix des carburants : Face à la flambée des prix, le moteur à eau permet d&#8217;impressionnantes économies&#8221;</em><a href="https://www.20minutes.fr/societe/3320315-20220705-prix-carburants-face-flambee-prix-moteur-eau-permet-impressionnantes-economies" target="_blank" rel="noreferrer noopener">Lire l&#8217;article complet →</a></p>



<h4 class="wp-block-heading"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4fa.png" alt="📺" class="wp-smiley" style="height: 1em; max-height: 1em;" /> France 3 Régions Bretagne</h4>



<p><em>&#8220;Moteur à eau : ça fait vraiment économiser 20% de carburant ?&#8221;</em><a href="https://france3-regions.franceinfo.fr/bretagne/moteur-eau-pas-fait-il-fait-economiser-20-carburant-1585927.html" target="_blank" rel="noreferrer noopener">Lire l&#8217;article complet →</a></p>



<h4 class="wp-block-heading"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4f0.png" alt="📰" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Ouest-France</h4>



<p><em>&#8220;Roscoff : le petit train touristique roule à l&#8217;eau de pluie&#8221;</em><a href="https://www.ouest-france.fr/bretagne/roscoff-29680/roscoff-le-petit-train-touristique-roule-l-eau-de-pluie-5070089" target="_blank" rel="noreferrer noopener">Lire l&#8217;article complet →</a></p>



<h4 class="wp-block-heading"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4f0.png" alt="📰" class="wp-smiley" style="height: 1em; max-height: 1em;" /> L&#8217;Indépendant (20 juin 2022)</h4>



<p><em>&#8220;Conso : avec son kit, les moteurs deviennent hybrides à l&#8217;eau et permettent une économie de 20% de carburant&#8221;</em><a href="https://www.lindependant.fr/2022/06/20/conso-avec-son-kit-les-moteurs-deviennent-hybrides-a-leau-et-permettent-une-economie-de-20-de-carburant-10384725.php" target="_blank" rel="noreferrer noopener">Lire l&#8217;article complet →</a></p>



<h4 class="wp-block-heading"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4f0.png" alt="📰" class="wp-smiley" style="height: 1em; max-height: 1em;" /> AutoPlus.fr (24 avril 2026)</h4>



<p><em>&#8220;Ce système d&#8217;injection d&#8217;eau dans les moteurs thermiques vous promet des économies et moins de pollution&#8221;</em><a href="https://www.autoplus.fr/actualite/ce-systeme-dinjection-deau-dans-les-moteurs-thermiques-vous-promet-des-economies-et-moins-de-pollution-1438935.html" target="_blank" rel="noreferrer noopener">Lire l&#8217;article complet →</a></p>



<h4 class="wp-block-heading"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4f0.png" alt="📰" class="wp-smiley" style="height: 1em; max-height: 1em;" /> HYBRID4ALL Blog (3 avril 2026)</h4>



<p><em>&#8220;Des Grands Groupes, des mairies, des taxis… sont Satisfaits par l&#8217;économie que propose ECO-LEAU®&#8221;</em><a href="https://hybrid4all.com/2026/04/03/des-grands-groupes-des-mairies-des-taxis-sont-convaincus-par-leconomie-que-propose-eco-leau-et-lont-adopte-avec-succes/" target="_blank" rel="noreferrer noopener">Lire l&#8217;article →</a></p>



<h2 class="wp-block-heading">Questions Fréquemment Posées (FAQ) : Réponses Complètes</h2>



<p><strong>Q: Le kit HYBRID4ALL endommage-t-il mon moteur ?</strong><br>R: Non. Le système est 100% mécanique et non-intrusive. Aucune modification du moteur n&#8217;est nécessaire. Le kit peut être retiré sans endommager le véhicule.</p>



<p><strong>Q: Combien d&#8217;eau consomme le kit Eco-Leau ?</strong><br>R: Très peu : environ 10-20 centilitres pour 1 000 km. Avec un réservoir de 1-2 litres, vous pouvez parcourir 5 000 à 10 000 km sans recharger. C&#8217;est dérisoire comparé aux économies de carburant réalisées.</p>



<p><strong>Q: Y a-t-il une électronique complexe dans le kit ?</strong><br>R: Non. Le kit est 100% mécanique. Il fonctionne avec la dépression naturelle du moteur. Pas de boîtier électronique, pas de câblage complexe. L&#8217;injecteur est simplement fixé dans le collecteur d&#8217;admission d&#8217;air. Un dépressiomètre (manomètre) peut être ajouté en option pour surveiller la consommation d&#8217;eau.</p>



<p><strong>Q: Combien de temps pour l&#8217;installation du kit ?</strong><br>R: 2-3 heures environ. C&#8217;est simple et accessible à tout mécanicien. Vous pouvez aussi le faire vous-même si vous êtes un peu bricoleur.</p>



<p><strong>Q: Quels types de moteurs sont compatibles avec le kit HYBRID4ALL ?</strong><br>R: Tous les moteurs thermiques : essence, diesel, GPL, bio-éthanol, hybride. Voitures, camions, motos, camping-cars, tracteurs&#8230;</p>



<p><strong>Q: Combien de temps pour rentabiliser l&#8217;investissement ?</strong><br>R: Entre 6 et 12 pleins de carburant selon votre consommation et vos trajets. Généralement 2-3 mois pour un usage régulier.</p>



<p><strong>Q: Y a-t-il une garantie sur le kit Eco-Leau ?</strong><br>R: Oui. HYBRIDO propose &#8220;Satisfait ou remboursé&#8221; pour les packs avec installation. Le kit est garanti contre les défauts de fabrication.</p>



<p><strong>Q: Puis-je revendre mon véhicule avec le kit installé ?</strong><br>R: Oui. Le kit peut être retiré facilement sans laisser de traces, ou vendu avec le véhicule comme équipement supplémentaire.</p>



<h2 class="wp-block-heading">Prêt à Économiser sur votre Carburant ?</h2>



<p>Rejoignez les 50 000+ utilisateurs satisfaits en Europe avec le kit Eco-Leau HYBRID4ALL</p>


<div class="wp-block wp-block-kubio-buttongroup  position-relative wp-block-kubio-buttongroup__outer style-Ao6PGQ9AwX-outer h-x-container" data-kubio="kubio/buttongroup"><div class="position-relative wp-block-kubio-buttongroup__spacing style-Ao6PGQ9AwX-spacing  h-x-container-inner"><span class="wp-block wp-block-kubio-button  position-relative wp-block-kubio-button__outer style-aDdfpgWxn-outer style-local-1-outer kubio-button-container" data-kubio="kubio/button"><a class="position-relative wp-block-kubio-button__link style-aDdfpgWxn-link style-local-1-link h-w-100 h-global-transition" href="https://hybrid4all.com/shop/"><span class="position-relative wp-block-kubio-button__text style-aDdfpgWxn-text style-local-1-text kubio-inherit-typography">Commander le Kit</span></a><div class="position-relative wp-block-kubio-button__recommendationPageIframe style-aDdfpgWxn-recommendationPageIframe style-local-1-recommendationPageIframe"></div></span></div></div>


<p>✓ Livraison en 2-3 jours | ✓ Satisfait ou remboursé | ✓ Support client 24/7</p>



<p><strong>HYBRID4ALL</strong> &#8211; Kit Eco-Leau par HYBRIDO</p>



<p>Siège : Catalogne / Perpignan (France) | Antennes : Bruxelles (Belgique), Londres (Royaume-Uni)</p>



<p><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4e7.png" alt="📧" class="wp-smiley" style="height: 1em; max-height: 1em;" /> contact@hybrido.ad | <img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f310.png" alt="🌐" class="wp-smiley" style="height: 1em; max-height: 1em;" /> hybrid4all.com | <img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4de.png" alt="📞" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Support multilingue</p>



<p>© 2026 HYBRIDO. Tous droits réservés. | Système 100% mécanique | Livraison Europe</p>



<p>*Moyenne généralement constatée au travers nos témoignages clients</p>
<p>The post <a href="https://hybrid4all.com/2026/06/25/eco-leau-hybrid4all-hybrido-hybride-a-eau/">Kit Eco-Leau HYBRID4ALL : Réduisez votre Consommation de Carburant jusqu&#8217;à 21%*</a> appeared first on <a href="https://hybrid4all.com">H4All</a>.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Une Pile Révolutionnaire Transforme l&#8217;Eau de Mer en Électricité et Eau Potable</title>
		<link>https://hybrid4all.com/2026/06/25/leau-de-mer-en-electricite-et-eau-potable/</link>
					<comments>https://hybrid4all.com/2026/06/25/leau-de-mer-en-electricite-et-eau-potable/#respond</comments>
		
		<dc:creator><![CDATA[Leau Eco]]></dc:creator>
		<pubDate>Thu, 25 Jun 2026 09:59:03 +0000</pubDate>
				<category><![CDATA[écologie]]></category>
		<category><![CDATA[economie]]></category>
		<category><![CDATA[Innovation]]></category>
		<category><![CDATA[Résilience énergétique]]></category>
		<guid isPermaLink="false">https://hybrid4all.com/?p=1837</guid>

					<description><![CDATA[<p>L'accès à l'eau potable et à l'énergie propre reste l'un des plus grands défis du 21e siècle. Aujourd'hui, des scientifiques ont créé une pile capable de transformer l'eau de mer en électricité propre tout en produisant de l'eau potable. Cette innovation révolutionnaire pourrait transformer notre rapport à l'énergie renouvelable et résoudre la crise mondiale de l'eau.</p>
<p>The post <a href="https://hybrid4all.com/2026/06/25/leau-de-mer-en-electricite-et-eau-potable/">Une Pile Révolutionnaire Transforme l&#8217;Eau de Mer en Électricité et Eau Potable</a> appeared first on <a href="https://hybrid4all.com">H4All</a>.</p>
]]></description>
										<content:encoded><![CDATA[<!-- content style : start --><style type="text/css" data-name="kubio-style">#kubio .style-aDdfpgWxn-outer a.style-aDdfpgWxn-link{text-align:center;background-color:rgba(var(--kubio-color-1),1);font-family:Open Sans,Helvetica, Arial, Sans-Serif, serif;font-weight:600;font-size:12px;line-height:1;letter-spacing:1px;text-decoration:none;text-transform:uppercase;color:#fff;border-top-color:rgba(var(--kubio-color-1),1);border-top-width:2px;border-top-style:solid;border-right-color:rgba(var(--kubio-color-1),1);border-right-width:2px;border-right-style:solid;border-bottom-color:rgba(var(--kubio-color-1),1);border-bottom-width:2px;border-bottom-style:solid;border-left-color:rgba(var(--kubio-color-1),1);border-left-width:2px;border-left-style:solid;border-top-left-radius:5px;border-top-right-radius:5px;border-bottom-left-radius:5px;border-bottom-right-radius:5px;padding-top:12px;padding-bottom:12px;padding-left:24px;padding-right:24px;justify-content:center;}#kubio .style-aDdfpgWxn-outer a.style-aDdfpgWxn-link:hover{background-color:rgba(var(--kubio-color-1-variant-4),1);border-top-color:rgba(var(--kubio-color-1-variant-4),1);border-right-color:rgba(var(--kubio-color-1-variant-4),1);border-bottom-color:rgba(var(--kubio-color-1-variant-4),1);border-left-color:rgba(var(--kubio-color-1-variant-4),1);}#kubio a.style-aDdfpgWxn-link .style-aDdfpgWxn-icon{width:12px;height:12px;min-width:12px;min-height:12px;margin-left:10px;margin-right:0px;}</style><!-- content style : end -->
<p><em>Meta Description : Découvrez la technologie innovante qui convertit l&#8217;eau de mer en énergie propre tout en produisant de l&#8217;eau potable. Une solution révolutionnaire pour l&#8217;énergie renouvelable et le dessalement.</em></p>



<figure class="wp-block-image"><img  alt="Pile technologique convertissant l'eau de mer en électricité et eau potable"/ loading="lazy" decoding="async" src="https://d2xsxph8kpxj0f.cloudfront.net/310519663541973417/GWxr4uJzTwYrEsRZta42wQ/pile-eau-mer-hero-c2Vw6obUi6f2bhBWXGMhiC.webp"><figcaption class="wp-element-caption">La pile révolutionnaire transforme l&#8217;eau de mer en énergie propre et eau potable</figcaption></figure>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h2 class="wp-block-heading">Introduction : Une Innovation Qui Change Tout</h2>



<p>L&#8217;accès à l&#8217;eau potable et à l&#8217;énergie propre reste l&#8217;un des plus grands défis du 21e siècle. Aujourd&#8217;hui, des scientifiques ont créé une <strong>pile capable de transformer l&#8217;eau de mer en électricité propre tout en produisant de l&#8217;eau potable</strong>. Cette innovation révolutionnaire pourrait transformer notre rapport à l&#8217;énergie renouvelable et résoudre la crise mondiale de l&#8217;eau.</p>



<p>Contrairement aux systèmes traditionnels qui traitent ces deux problèmes séparément, cette nouvelle technologie les résout <strong>simultanément</strong>, offrant une efficacité énergétique sans précédent. Mais comment fonctionne exactement cette pile révolutionnaire ? Et pourquoi représente-t-elle un tournant majeur pour notre avenir énergétique ?</p>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h2 class="wp-block-heading">Comment Fonctionne Cette Pile Révolutionnaire ?</h2>



<h3 class="wp-block-heading">Le Principe de Base : L&#8217;Électrodialyse Inverse</h3>



<p>La technologie de cette pile repose sur un principe scientifique appelé <strong>électrodialyse inverse</strong>. Contrairement aux systèmes de dessalement traditionnels qui consomment énormément d&#8217;énergie, cette pile utilise le <strong>gradient de salinité</strong> naturel entre l&#8217;eau de mer et l&#8217;eau douce pour <strong>générer de l&#8217;électricité</strong>.</p>



<p>Le fonctionnement s&#8217;articule autour de trois éléments clés :</p>



<ul class="wp-block-list">
<li><strong>Les chambres de séparation</strong> : La pile contient plusieurs chambres séparées par des membranes semi-perméables</li>



<li><strong>Les électrodes</strong> : Des électrodes positives et négatives créent un champ électrique</li>



<li><strong>Le flux d&#8217;eau</strong> : L&#8217;eau de mer et l&#8217;eau douce circulent à travers les chambres</li>
</ul>



<figure class="wp-block-image"><img  alt="Diagramme technique du fonctionnement de la pile électrodialyse inverse"/ loading="lazy" decoding="async" src="https://d2xsxph8kpxj0f.cloudfront.net/310519663541973417/GWxr4uJzTwYrEsRZta42wQ/fonctionnement-pile-VC5zNNm89d4txd9Wa3AvAn.webp"><figcaption class="wp-element-caption">Schéma détaillé du fonctionnement de la pile électrodialyse inverse (RED)</figcaption></figure>



<h3 class="wp-block-heading">Les Étapes du Processus</h3>



<h4 class="wp-block-heading">Étape 1 : Ionisation de l&#8217;eau de mer</h4>



<p>L&#8217;eau de mer, riche en ions de sodium et de chlorure, entre dans la première chambre. Ces ions sont attirés par les électrodes, créant un mouvement électronique.</p>



<h4 class="wp-block-heading">Étape 2 : Séparation des ions</h4>



<p>Les membranes semi-perméables permettent aux ions de se déplacer sélectivement. Les ions positifs (cations) se dirigent vers la cathode, tandis que les ions négatifs (anions) se dirigent vers l&#8217;anode.</p>



<h4 class="wp-block-heading">Étape 3 : Génération d&#8217;électricité</h4>



<p>Ce mouvement d&#8217;ions crée un flux d&#8217;électrons à travers un circuit externe, générant ainsi <strong>de l&#8217;électricité utilisable</strong>. Simultanément, l&#8217;eau de mer est progressivement dessalée.</p>



<h4 class="wp-block-heading">Étape 4 : Production d&#8217;eau potable</h4>



<p>À la sortie du système, l&#8217;eau de mer a perdu la majorité de ses sels minéraux, produisant de <strong>l&#8217;eau douce potable</strong> sans nécessiter de processus de dessalement supplémentaire.</p>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h2 class="wp-block-heading">Les Avantages de Cette Technologie par Rapport aux Systèmes Traditionnels</h2>



<h3 class="wp-block-heading">Comparaison avec l&#8217;Osmose Inverse</h3>



<p>L&#8217;osmose inverse, le système de dessalement le plus courant, présente plusieurs limitations :</p>



<figure class="wp-block-table"><table class="has-fixed-layout"><thead><tr><th class="has-text-align-left" data-align="left"><strong>Caractéristique</strong></th><th class="has-text-align-left" data-align="left"><strong>Osmose Inverse</strong></th><th class="has-text-align-left" data-align="left"><strong>Nouvelle Pile</strong></th></tr></thead><tbody><tr><td><strong>Consommation énergétique</strong></td><td>3-4 kWh/m³</td><td>0,5-1 kWh/m³</td></tr><tr><td><strong>Production d&#8217;énergie</strong></td><td>Aucune</td><td>Oui (génère de l&#8217;électricité)</td></tr><tr><td><strong>Eau potable produite</strong></td><td>Oui</td><td>Oui</td></tr><tr><td><strong>Coût opérationnel</strong></td><td>Élevé</td><td>Réduit</td></tr><tr><td><strong>Impact environnemental</strong></td><td>Modéré</td><td>Très faible</td></tr><tr><td><strong>Saumure résiduelle</strong></td><td>Importante</td><td>Réduite</td></tr></tbody></table></figure>



<figure class="wp-block-image"><img  alt="Comparaison entre osmose inverse et nouvelle pile osmotique"/ loading="lazy" decoding="async" src="https://d2xsxph8kpxj0f.cloudfront.net/310519663541973417/GWxr4uJzTwYrEsRZta42wQ/comparaison-technologies-FwdDbT7vDynbwFUvdAYD8Q.webp"><figcaption class="wp-element-caption">Comparaison : Osmose inverse vs Nouvelle pile osmotique</figcaption></figure>



<h3 class="wp-block-heading">Les Avantages Majeurs</h3>



<h4 class="wp-block-heading">1. Production d&#8217;Énergie Renouvelable</h4>



<p>Contrairement aux systèmes traditionnels qui consomment de l&#8217;énergie, cette pile en <strong>produit</strong>. Elle exploite le gradient de salinité naturel, une ressource inépuisable disponible partout où l&#8217;eau de mer rencontre l&#8217;eau douce.</p>



<h4 class="wp-block-heading">2. Efficacité Énergétique Supérieure</h4>



<p>La consommation énergétique est réduite de <strong>75 à 80 %</strong> par rapport à l&#8217;osmose inverse. Cela signifie des coûts opérationnels considérablement plus bas et une empreinte carbone minimale.</p>



<h4 class="wp-block-heading">3. Résolution Simultanée de Deux Crises</h4>



<p>Cette technologie répond à deux défis majeurs en un seul processus :</p>



<ul class="wp-block-list">
<li><strong>Crise de l&#8217;eau</strong> : Production d&#8217;eau potable</li>



<li><strong>Crise énergétique</strong> : Génération d&#8217;électricité renouvelable</li>
</ul>



<h4 class="wp-block-heading">4. Réduction des Déchets</h4>



<p>L&#8217;osmose inverse produit une importante quantité de saumure résiduelle, problématique pour l&#8217;environnement. Cette nouvelle pile réduit significativement la production de saumure.</p>



<h4 class="wp-block-heading">5. Scalabilité et Modularité</h4>



<p>Le système peut être déployé à différentes échelles, des installations côtières aux usines industrielles, sans perte d&#8217;efficacité.</p>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h2 class="wp-block-heading">Applications Pratiques et Potentiel Mondial</h2>



<figure class="wp-block-image"><img  alt="Carte mondiale des applications potentielles de la technologie"/ loading="lazy" decoding="async" src="https://d2xsxph8kpxj0f.cloudfront.net/310519663541973417/GWxr4uJzTwYrEsRZta42wQ/applications-mondiales-3TAysBihSa7QRdiQKm8Fnd.webp"><figcaption class="wp-element-caption">Applications potentielles de la technologie à travers le monde</figcaption></figure>



<h3 class="wp-block-heading">Régions Côtières et Îles</h3>



<p>Les régions côtières, particulièrement les îles isolées, pourraient bénéficier immédiatement de cette technologie. Des pays comme la Tunisie, l&#8217;Égypte et les Émirats arabes unis, confrontés à des pénuries d&#8217;eau chroniques, pourraient déployer cette solution.</p>



<h3 class="wp-block-heading">Usines de Dessalement Existantes</h3>



<p>Les installations de dessalement actuelles pourraient être <strong>rétrofitées</strong> avec cette technologie pour devenir des <strong>producteurs nets d&#8217;énergie</strong> au lieu de simples consommateurs.</p>



<h3 class="wp-block-heading">Électrification des Zones Rurales</h3>



<p>Dans les régions côtières sans accès à l&#8217;électricité, cette pile pourrait fournir simultanément eau potable et énergie électrique, transformant les conditions de vie.</p>



<h3 class="wp-block-heading">Industrie Maritime</h3>



<p>Les navires et les plateformes pétrolières offshore pourraient utiliser cette technologie pour produire leur propre eau douce et électricité, réduisant leur dépendance aux ravitaillements.</p>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h2 class="wp-block-heading">Les Défis et Limitations Actuels</h2>



<h3 class="wp-block-heading">Durabilité des Membranes</h3>



<p>Les membranes semi-perméables se dégradent avec le temps, particulièrement en environnement marin. Les chercheurs travaillent sur des matériaux plus résistants à la corrosion et à l&#8217;encrassement.</p>



<h3 class="wp-block-heading">Coûts d&#8217;Installation Initiaux</h3>



<p>Bien que les coûts opérationnels soient réduits, l&#8217;investissement initial pour construire ces piles reste élevé. À mesure que la technologie se démocratise, ces coûts devraient diminuer.</p>



<h3 class="wp-block-heading">Rendement Énergétique</h3>



<p>Actuellement, le rendement énergétique est d&#8217;environ <strong>40-50 %</strong>. Les scientifiques travaillent à l&#8217;optimisation pour atteindre <strong>60-70 %</strong> dans les prochaines années.</p>



<h3 class="wp-block-heading">Intégration aux Réseaux Électriques</h3>



<p>L&#8217;électricité produite doit être stockée ou intégrée aux réseaux électriques existants, ce qui nécessite des investissements en infrastructure.</p>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h2 class="wp-block-heading">L&#8217;État Actuel de la Recherche et du Développement</h2>



<h3 class="wp-block-heading">Projets Pilotes en Cours</h3>



<p>Plusieurs universités et entreprises développent des prototypes :</p>



<ul class="wp-block-list">
<li><strong>Institut Technologique du Massachusetts (MIT)</strong> : Développement de membranes innovantes</li>



<li><strong>Université de Stanford</strong> : Optimisation du rendement énergétique</li>



<li><strong>Entreprises côtières européennes</strong> : Déploiement de projets pilotes</li>
</ul>



<h3 class="wp-block-heading">Financement et Investissements</h3>



<p>Les gouvernements et investisseurs privés reconnaissent le potentiel de cette technologie. Des fonds d&#8217;innovation verte et des subventions de recherche soutiennent le développement accéléré.</p>



<h3 class="wp-block-heading">Horizon Temporel</h3>



<p>Les experts estiment qu&#8217;une <strong>commercialisation à grande échelle</strong> pourrait intervenir dans <strong>5 à 10 ans</strong>, avec des déploiements pilotes dès <strong>2-3 ans</strong>.</p>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h2 class="wp-block-heading">Impact Environnemental et Durabilité</h2>



<figure class="wp-block-image"><img  alt="Impact environnemental positif de la technologie"/ loading="lazy" decoding="async" src="https://d2xsxph8kpxj0f.cloudfront.net/310519663541973417/GWxr4uJzTwYrEsRZta42wQ/impact-environnemental-HvTPmLYvdGA8NYcMNv3KXZ.webp"><figcaption class="wp-element-caption">Impact environnemental positif : réduction de 75-80% de la consommation énergétique</figcaption></figure>



<h3 class="wp-block-heading">Réduction des Émissions de Carbone</h3>



<p>En remplaçant les systèmes de dessalement traditionnels gourmands en énergie, cette technologie pourrait réduire les émissions de CO2 de <strong>plusieurs millions de tonnes par an</strong> à l&#8217;échelle mondiale.</p>



<h3 class="wp-block-heading">Préservation des Écosystèmes Marins</h3>



<p>La réduction de la saumure résiduelle limite les impacts négatifs sur les écosystèmes côtiers, préservant la biodiversité marine.</p>



<h3 class="wp-block-heading">Économie Circulaire</h3>



<p>Cette technologie s&#8217;inscrit dans une logique d&#8217;économie circulaire : elle utilise une ressource naturelle (le gradient de salinité) sans l&#8217;épuiser, tout en produisant deux ressources essentielles.</p>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h2 class="wp-block-heading">FAQ : Réponses aux Questions Fréquentes</h2>



<h3 class="wp-block-heading">Q1 : Cette technologie peut-elle remplacer complètement l&#8217;osmose inverse ?</h3>



<p><strong>R :</strong> Progressivement, oui. Cependant, l&#8217;osmose inverse restera utile pour certaines applications spécifiques. La nouvelle pile complètera plutôt qu&#8217;elle ne remplacera les systèmes existants.</p>



<h3 class="wp-block-heading">Q2 : Quel est le coût de l&#8217;eau produite par cette pile ?</h3>



<p><strong>R :</strong> Actuellement, le coût est estimé entre 0,50 et 1,50 € par mètre cube, comparable à l&#8217;osmose inverse mais avec la production d&#8217;électricité en bonus.</p>



<h3 class="wp-block-heading">Q3 : La qualité de l&#8217;eau produite est-elle conforme aux normes de potabilité ?</h3>



<p><strong>R :</strong> Oui, l&#8217;eau produite répond aux normes internationales de potabilité. Des étapes de filtration supplémentaires peuvent être ajoutées selon les besoins locaux.</p>



<h3 class="wp-block-heading">Q4 : Peut-on utiliser cette technologie en eau douce ou en eau saumâtre ?</h3>



<p><strong>R :</strong> Le système fonctionne mieux avec un gradient de salinité important. En eau douce, l&#8217;efficacité est réduite, mais la technologie reste applicable.</p>



<h3 class="wp-block-heading">Q5 : Quels sont les principaux obstacles à la commercialisation ?</h3>



<p><strong>R :</strong> Les principaux défis sont la durabilité des membranes, l&#8217;optimisation du rendement énergétique, et les coûts d&#8217;installation initiaux.</p>



<h3 class="wp-block-heading">Q6 : Cette technologie peut-elle aider les pays en développement ?</h3>



<p><strong>R :</strong> Absolument. Pour les régions côtières sans accès à l&#8217;eau potable ou à l&#8217;électricité, cette solution pourrait être transformatrice, particulièrement avec le soutien de financements internationaux.</p>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h2 class="wp-block-heading">Conclusion : Un Tournant pour l&#8217;Énergie et l&#8217;Eau</h2>



<p>La création d&#8217;une <strong>pile capable de transformer l&#8217;eau de mer en électricité tout en produisant de l&#8217;eau potable</strong> représente bien plus qu&#8217;une simple innovation technologique. C&#8217;est une <strong>solution intégrée</strong> à deux des plus grands défis de notre époque : la crise énergétique et la pénurie d&#8217;eau.</p>



<p>Contrairement aux systèmes traditionnels qui traitent ces problèmes séparément et consomment d&#8217;énormes quantités d&#8217;énergie, cette nouvelle technologie les résout <strong>simultanément et efficacement</strong>. Avec un potentiel de réduction énergétique de 75 à 80 %, une production d&#8217;électricité renouvelable, et une minimisation des déchets, cette pile pourrait révolutionner notre approche de la durabilité.</p>



<p>Bien que des défis subsistent, les investissements massifs en recherche et développement, combinés aux projets pilotes en cours, suggèrent que nous sommes au seuil d&#8217;une <strong>révolution verte</strong>. Dans les années à venir, cette technologie pourrait transformer les régions côtières du monde, offrant à des millions de personnes accès à l&#8217;eau potable et à l&#8217;énergie propre.</p>



<p><strong>L&#8217;avenir de l&#8217;énergie renouvelable et de la gestion de l&#8217;eau ne sera jamais le même.</strong></p>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<h2 class="wp-block-heading">Appel à l&#8217;Action</h2>



<p>Vous souhaitez en savoir plus sur les technologies de dessalement innovantes et les énergies renouvelables ? <strong>Abonnez-vous à notre newsletter</strong> pour recevoir les dernières actualités sur les innovations qui façonnent notre avenir durable. Partagez cet article avec vos contacts intéressés par l&#8217;environnement et les technologies vertes !</p>



<hr class="wp-block-separator has-alpha-channel-opacity"/>



<p></p>
<p>The post <a href="https://hybrid4all.com/2026/06/25/leau-de-mer-en-electricite-et-eau-potable/">Une Pile Révolutionnaire Transforme l&#8217;Eau de Mer en Électricité et Eau Potable</a> appeared first on <a href="https://hybrid4all.com">H4All</a>.</p>
]]></content:encoded>
					
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		<title>Pourquoi le moteur thermique perdure avec l&#8217;innovation écolo Hybrid4all</title>
		<link>https://hybrid4all.com/2026/06/22/hybrid4all-avec-eco-leau/</link>
					<comments>https://hybrid4all.com/2026/06/22/hybrid4all-avec-eco-leau/#respond</comments>
		
		<dc:creator><![CDATA[Leau Eco]]></dc:creator>
		<pubDate>Mon, 22 Jun 2026 12:21:54 +0000</pubDate>
				<category><![CDATA[écologie]]></category>
		<category><![CDATA[economie]]></category>
		<category><![CDATA[Innovation]]></category>
		<category><![CDATA[Résilience énergétique]]></category>
		<guid isPermaLink="false">https://hybrid4all.com/?p=1809</guid>

					<description><![CDATA[<p>En 2026, le moteur à combustion interne connaît une véritable renaissance grâce à des innovations technologiques et un assouplissement réglementaire inattendu. Des solutions comme celles proposées par l'innovation écolo Hybrid4All, avec son kit Eco-Leau, sont une alternative crédible et économique face au tout-électrique.</p>
<p>The post <a href="https://hybrid4all.com/2026/06/22/hybrid4all-avec-eco-leau/">Pourquoi le moteur thermique perdure avec l&#8217;innovation écolo Hybrid4all</a> appeared first on <a href="https://hybrid4all.com">H4All</a>.</p>
]]></description>
										<content:encoded><![CDATA[<!-- content style : start --><style type="text/css" data-name="kubio-style">#kubio .style-aDdfpgWxn-outer a.style-aDdfpgWxn-link{text-align:center;background-color:rgba(var(--kubio-color-1),1);font-family:Open Sans,Helvetica, Arial, Sans-Serif, serif;font-weight:600;font-size:12px;line-height:1;letter-spacing:1px;text-decoration:none;text-transform:uppercase;color:#fff;border-top-color:rgba(var(--kubio-color-1),1);border-top-width:2px;border-top-style:solid;border-right-color:rgba(var(--kubio-color-1),1);border-right-width:2px;border-right-style:solid;border-bottom-color:rgba(var(--kubio-color-1),1);border-bottom-width:2px;border-bottom-style:solid;border-left-color:rgba(var(--kubio-color-1),1);border-left-width:2px;border-left-style:solid;border-top-left-radius:5px;border-top-right-radius:5px;border-bottom-left-radius:5px;border-bottom-right-radius:5px;padding-top:12px;padding-bottom:12px;padding-left:24px;padding-right:24px;justify-content:center;}#kubio .style-aDdfpgWxn-outer a.style-aDdfpgWxn-link:hover{background-color:rgba(var(--kubio-color-1-variant-4),1);border-top-color:rgba(var(--kubio-color-1-variant-4),1);border-right-color:rgba(var(--kubio-color-1-variant-4),1);border-bottom-color:rgba(var(--kubio-color-1-variant-4),1);border-left-color:rgba(var(--kubio-color-1-variant-4),1);}#kubio a.style-aDdfpgWxn-link .style-aDdfpgWxn-icon{width:12px;height:12px;min-width:12px;min-height:12px;margin-left:10px;margin-right:0px;}</style><!-- content style : end -->
<p><strong>Par Hybrid4All</strong></p>



<figure class="wp-block-image"><img  alt="Logo Hybrid4All"/ loading="lazy" decoding="async" src="https://files.manuscdn.com/user_upload_by_module/session_file/310519663541973417/QevlxcDPZAzdBwdJ.png"></figure>



<h2 class="wp-block-heading">L&#8217;innovation écolo Hybrid4all au service de la durabilité</h2>



<h2 class="wp-block-heading">Introduction</h2>



<p>Alors que le débat sur la transition énergétique et l&#8217;avenir de la mobilité bat son plein, le moteur thermique est souvent présenté comme une technologie en voie de disparition. Pourtant, en 2026, la réalité est plus nuancée. Ainsi, Loin d&#8217;être obsolète, le moteur à combustion interne connaît une véritable renaissance grâce à des innovations technologiques et un assouplissement réglementaire inattendu. C&#8217;est alors que Des solutions comme celles proposées par l&#8217;innovation écolo Hybrid4All, avec son kit Eco-Leau (écolo), démontrent que l&#8217;optimisation de l&#8217;existant peut jouer un rôle crucial dans la décarbonation du parc automobile, offrant une alternative crédible et économique face au tout-électrique.</p>



<figure class="wp-block-image"><img  alt="Concept de moteur futuriste propre"/ loading="lazy" decoding="async" src="https://files.manuscdn.com/user_upload_by_module/session_file/310519663541973417/yPEOBDQQdnWtfDfC.png"></figure>



<h2 class="wp-block-heading">1. L&#8217;évolution réglementaire : Une fenêtre ouverte pour le thermique</h2>



<p>L&#8217;Union Européenne avait initialement fixé un objectif ambitieux : la fin de la vente de véhicules neufs émettant du CO2 à l&#8217;échappement à partir de 2035. Cependant, cette position a été assouplie, notamment sous l&#8217;impulsion de l&#8217;Allemagne. La Commission européenne a confirmé que les moteurs thermiques pourront continuer à être vendus après 2035, à condition qu&#8217;ils fonctionnent exclusivement avec des <strong>carburants de synthèse (e-fuels) neutres en carbone</strong> [1] [2].</p>



<p>Cette décision marque un tournant majeur, reconnaissant la <strong>neutralité technologique</strong> comme un principe essentiel de la transition. Elle ouvre la voie à une diversification des solutions pour atteindre les objectifs climatiques. Plutôt que de se concentrer uniquement sur le véhicule électrique à batterie. La clause de révision de 2026 est d&#8217;ailleurs un moment clé pour évaluer les progrès des alternatives, incluant les e-fuels, l&#8217;hydrogène thermique et les technologies d&#8217;optimisation des moteurs existants [3].</p>



<h2 class="wp-block-heading">2. Hybrid4All et le kit Eco-Leau : Optimiser l&#8217;existant</h2>



<p>Dans ce contexte, des entreprises comme Hybrido apportent des solutions concrètes pour prolonger la durée de vie et améliorer l&#8217;efficacité des moteurs thermiques actuels. Leur kit <strong>Eco-Leau</strong> est un système de rétrofit à injection d&#8217;eau qui transforme l&#8217;eau en vapeur sèche, injectée ensuite dans l&#8217;admission du moteur [4].</p>



<h3 class="wp-block-heading">Comment ça marche ?</h3>



<p>Le principe est simple mais ingénieux : l&#8217;injection de vapeur d&#8217;eau dans la chambre de combustion permet de refroidir l&#8217;air et d&#8217;optimiser la combustion du carburant. Cela crée un effet similaire à celui d&#8217;un moteur fonctionnant par temps très humide, améliorant le rendement et réduisant la consommation [4].</p>



<figure class="wp-block-image"><img  alt="Schéma de fonctionnement Eco-Leau"/ loading="lazy" decoding="async" src="https://files.manuscdn.com/user_upload_by_module/session_file/310519663541973417/lMahEKgtctBbNqyV.jpg"><figcaption class="wp-element-caption">l&#8217;innovation écolo Hybrid4All, avec son kit Eco-Leau, </figcaption></figure>



<h3 class="wp-block-heading">Des avantages concrets et mesurables</h3>



<ul class="wp-block-list">
<li><strong>Économies de carburant :</strong> Une réduction moyenne de la consommation de carburant d&#8217;environ 20% est constatée, avec des témoignages allant jusqu&#8217;à 30% [5]. Cette économie est d&#8217;autant plus pertinente dans un contexte de prix des carburants élevés.</li>



<li><strong>Réduction des émissions polluantes :</strong> Le système permet une baisse significative des émissions de CO2, d&#8217;oxydes d&#8217;azote (NOx) et de particules de carbone imbrûlées [4]. C&#8217;est un pas important vers une mobilité plus propre sans changer de véhicule.</li>



<li><strong>Amélioration des performances et de la durabilité du moteur :</strong> Le dopage à l&#8217;eau améliore le couple et la souplesse du moteur, tout en réduisant son encrassement interne, prolongeant ainsi sa durée de vie [4].</li>



<li><strong>Compatibilité universelle :</strong> Le kit s&#8217;adapte à une très grande majorité de moteurs thermiques, qu&#8217;ils soient essence, diesel, GPL, bio-éthanol ou hybrides, et ce, sans modification mécanique intrusive [4].</li>



<li><strong>Installation simple et faible consommation d&#8217;eau :</strong> L&#8217;installation est non-intrusive et la consommation d&#8217;eau est dérisoire, de l&#8217;ordre de 10 à 20 cl pour 1000 km [4].</li>
</ul>



<figure class="wp-block-image"><img  alt="Installation du kit Eco-Leau sur un moteur"/ loading="lazy" decoding="async" src="https://files.manuscdn.com/user_upload_by_module/session_file/310519663541973417/cbUETHNmZjcDbXLE.png"><figcaption class="wp-element-caption">l&#8217;innovation écolo Hybrid4All, avec son kit Eco-Leau</figcaption></figure>



<h3 class="wp-block-heading">Un investissement rapidement rentabilisé</h3>



<p>Avec un coût d&#8217;acquisition d&#8217;environ 499€ pour le kit léger (prix promotionnel en 2026) [6], l&#8217;investissement est rapidement amorti grâce aux économies de carburant réalisées. Des options d&#8217;installation professionnelle sont également disponibles, rendant cette technologie accessible à un large public [4].</p>



<h2 class="wp-block-heading">3. Le moteur thermique : Un allié de la transition énergétique</h2>



<p>Face à l&#8217;électrique, le moteur thermique optimisé présente plusieurs avantages non négligeables :</p>



<figure class="wp-block-table"><table class="has-fixed-layout"><thead><tr><th>Caractéristique</th><th>Moteur Thermique Optimisé (ex: Eco-Leau)</th><th>Véhicule Électrique à Batterie</th></tr></thead><tbody><tr><td><strong>Coût d&#8217;achat</strong></td><td>Généralement inférieur, surtout pour les véhicules existants (rétrofit)</td><td>Généralement plus élevé</td></tr><tr><td><strong>Autonomie</strong></td><td>Grande, ravitaillement rapide</td><td>Variable, dépend de la batterie et de l&#8217;infrastructure de recharge</td></tr><tr><td><strong>Infrastructure</strong></td><td>Réseau de stations-service existant</td><td>Nécessite un développement massif des bornes de recharge</td></tr><tr><td><strong>Impact environnemental (fabrication)</strong></td><td>Moins intensif en ressources rares (batteries)</td><td>Plus élevé en raison de la production des batteries</td></tr><tr><td><strong>Décarbonation</strong></td><td>Via e-fuels, biocarburants, et optimisation de la combustion</td><td>Zéro émission à l&#8217;échappement, mais dépend de la source d&#8217;électricité</td></tr></tbody></table></figure>



<p>L&#8217;argument selon lequel le véhicule électrique est intrinsèquement plus écologique est de plus en plus remis en question, notamment en raison de l&#8217;impact environnemental de la fabrication des batteries et de la provenance de l&#8217;électricité [7]. Le moteur thermique, lorsqu&#8217;il est optimisé par des technologies comme L&#8217;innovation écolo Hybrid4All Eco-Leau, offre une voie complémentaire et pragmatique vers la réduction des émissions.</p>



<figure class="wp-block-image"><img  alt="Vision d'une mobilité durable et propre"/ loading="lazy" decoding="async" src="https://files.manuscdn.com/user_upload_by_module/session_file/310519663541973417/xUSBAEAwKFcfCqmc.png"></figure>



<h2 class="wp-block-heading">Conclusion</h2>



<p>Le moteur thermique n&#8217;a pas dit son dernier mot. Grâce à des innovations comme le kit Eco-Leau de Hybrid4All et à une réglementation européenne plus flexible, il se positionne comme un acteur clé de la transition énergétique. En permettant de réduire significativement la consommation de carburant et les émissions polluantes des véhicules existants, le moteur thermique, combiné à l&#8217;innovation écolo Hybrid4all, prouve qu&#8217;il peut être un allié précieux dans la quête d&#8217;une mobilité plus durable. L&#8217;avenir de l&#8217;automobile sera probablement fait de diversité technologique, où le thermique, sous ses formes améliorées, aura toute sa place.</p>



<h2 class="wp-block-heading">Références</h2>



<ol class="wp-block-list">
<li>E-fuels given 2026 carbon-neutral ultimatum in Europe &#8211; Hagerty UK. (2022, July 6). Retrieved from <a href="https://www.hagerty.co.uk/articles/news-articles/e-fuels-given-2026-carbon-neutral-ultimatum-in-europe/">https://www.hagerty.co.uk/articles/news-articles/e-fuels-given-2026-carbon-neutral-ultimatum-in-europe/</a></li>



<li>Fin du thermique en 2035 : ce qui change avec l&#8217;assouplissement &#8230; &#8211; Charge-Elec. (2026, April 21). Retrieved from <a href="https://www.charge-elec.leclerc/actualite/interdiction-de-la-voiture-thermique-en-2035-quel-impact-pour-les-entreprises-apres-les">https://www.charge-elec.leclerc/actualite/interdiction-de-la-voiture-thermique-en-2035-quel-impact-pour-les-entreprises-apres-les</a></li>



<li>Cars, Brussels confirms 2035 target but opens up for hybrid and &#8230; &#8211; Il Sole 24 Ore. (2025, December 16). Retrieved from <a href="https://en.ilsole24ore.com/art/cars-brussels-confirms-2035-target-but-opens-up-hybrid-and-thermal-engines-sustainable-fuels-AIMsLBR">https://en.ilsole24ore.com/art/cars-brussels-confirms-2035-target-but-opens-up-hybrid-and-thermal-engines-sustainable-fuels-AIMsLBR</a></li>



<li>Kit Eco Leau Léger &#8211; H4All &#8211; HybriD4All. Retrieved from <a href="https://hybrid4all.com/product/kit-eco-leau-leger/">https://hybrid4all.com/product/kit-eco-leau-leger/</a></li>



<li>Ce système d&#8217;injection d&#8217;eau dans les moteurs thermiques vous &#8230; &#8211; Autoplus. (2026, April 24). Retrieved from <a href="https://www.autoplus.fr/actualite/ce-systeme-dinjection-deau-dans-les-moteurs-thermiques-vous-promet-des-economies-et-moins-de-pollution-1438935.html">https://www.autoplus.fr/actualite/ce-systeme-dinjection-deau-dans-les-moteurs-thermiques-vous-promet-des-economies-et-moins-de-pollution-1438935.html</a></li>



<li>HybriD4All. Retrieved from <a href="https://hybrid4all.com/">https://hybrid4all.com/</a></li>



<li>Essence vs. Électrique – Quel est le meilleur choix écologique ET &#8230; &#8211; Groupe Beaucage. Retrieved from <a href="https://www.groupebeaucage.com/blogue/essence-vs-electrique-quel-est-le-meilleur-choix-ecologique-et-economique/">https://www.groupebeaucage.com/blogue/essence-vs-electrique-quel-est-le-meilleur-choix-ecologique-et-economique/</a></li>
</ol>



<p></p>
<p>The post <a href="https://hybrid4all.com/2026/06/22/hybrid4all-avec-eco-leau/">Pourquoi le moteur thermique perdure avec l&#8217;innovation écolo Hybrid4all</a> appeared first on <a href="https://hybrid4all.com">H4All</a>.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Comment conserver ses aliments sans électricité</title>
		<link>https://hybrid4all.com/2026/06/22/comment-conserver-ses-aliments-sans-electricite/</link>
					<comments>https://hybrid4all.com/2026/06/22/comment-conserver-ses-aliments-sans-electricite/#respond</comments>
		
		<dc:creator><![CDATA[Leau Eco]]></dc:creator>
		<pubDate>Mon, 22 Jun 2026 08:30:52 +0000</pubDate>
				<category><![CDATA[Résilience énergétique]]></category>
		<guid isPermaLink="false">https://hybrid4all.com/?p=1801</guid>

					<description><![CDATA[<p>Imaginez pouvoir conserver vos fruits et légumes frais pendant des semaines, même par forte chaleur, sans utiliser un seul watt d’électricité. C’est la promesse du Zeer Pot, aussi appelé “frigo du désert”. Une solution low-tech, écologique et ultra-économique.</p>
<p>The post <a href="https://hybrid4all.com/2026/06/22/comment-conserver-ses-aliments-sans-electricite/">Comment conserver ses aliments sans électricité</a> appeared first on <a href="https://hybrid4all.com">H4All</a>.</p>
]]></description>
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');
            background-size: cover;
            background-position: center;
            color: white;
            padding: 5rem 1rem;
            text-align: center;
        }

        header h1 {
            font-size: 3rem;
            margin: 0;
            text-shadow: 2px 2px 4px rgba(0,0,0,0.5);
        }

        .container {
            max-width: 900px;
            margin: -2rem auto 3rem;
            padding: 0 1.5rem;
        }

        article {
            background: white;
            padding: 3rem;
            border-radius: 20px;
            box-shadow: 0 10px 30px rgba(0,0,0,0.1);
        }

        h2 {
            color: var(--clay-orange);
            border-bottom: 3px solid var(--sand-beige);
            padding-bottom: 0.5rem;
            margin-top: 2.5rem;
        }

        .image-box {
            margin: 2rem 0;
            text-align: center;
            background: #fdfdfd;
            padding: 1rem;
            border-radius: 12px;
            border: 1px solid #eee;
        }

        .image-box img {
            max-width: 100%;
            height: auto;
            border-radius: 8px;
        }

        .caption {
            display: block;
            margin-top: 0.8rem;
            font-size: 0.9rem;
            color: #666;
            font-style: italic;
        }

        .grid {
            display: grid;
            grid-template-columns: 1fr 1fr;
            gap: 1.5rem;
            margin: 2rem 0;
        }

        .steps {
            background: #fff3e0;
            padding: 2rem;
            border-radius: 15px;
            border-left: 6px solid var(--clay-orange);
        }

        .highlight {
            color: var(--cool-blue);
            font-weight: bold;
        }

        .info-box {
            background: #e0f7fa;
            padding: 1.5rem;
            border-radius: 12px;
            margin: 2rem 0;
            border-left: 6px solid var(--cool-blue);
        }

        footer {
            text-align: center;
            padding: 2rem;
            color: #888;
            font-size: 0.9rem;
        }

        @media (max-width: 600px) {
            .grid { grid-template-columns: 1fr; }
            article { padding: 1.5rem; }
        }
    </style>
</head>
<body>

<header>
    <h1>Le Frigo du Désert</h1>
    <p>La technologie ancestrale pour conserver au frais sans électricité</p>
</header>

<div class="container">
    <article>
        <p>Imaginez pouvoir conserver vos fruits et légumes frais pendant des semaines, même par forte chaleur, sans utiliser un seul watt d&#8217;électricité. C&#8217;est la promesse du <strong>Zeer Pot</strong>, aussi appelé &#8220;frigo du désert&#8221;. Une solution low-tech, écologique et ultra-économique.</p>

        <div class="image-box">
            <img  alt="Schéma de fonctionnement" loading="lazy" decoding="async" 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">
            <span class="caption">Schéma 1 : Le principe des deux pots imbriqués avec sable humide.</span>
        </div>

        <h2>Comment ça marche ?</h2>
        <p>Le fonctionnement repose sur un principe physique simple : <span class="highlight">le refroidissement par évaporation</span>. Lorsque l&#8217;eau contenue dans le sable humide s&#8217;évapore à travers les parois poreuses du pot extérieur, elle absorbe la chaleur. Ce processus fait chuter la température à l&#8217;intérieur du second pot.</p>
        
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            <div class="image-box">
                <img  alt="Principe physique" loading="lazy" decoding="async" 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">
                <span class="caption">Détail du transfert thermique lors de l&#8217;évaporation.</span>
            </div>
            <div class="image-box">
                <img  alt="Variantes" loading="lazy" decoding="async" 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">
                <span class="caption">Différents modèles de refroidisseurs évaporatifs.</span>
            </div>
        </div>

        <h2>Matériel nécessaire</h2>
        <ul>
            <li>Deux pots en terre cuite (non vernis) de tailles différentes.</li>
            <li>Du sable fin.</li>
            <li>De l&#8217;eau.</li>
            <li>Un linge ou un couvercle pour fermer le dispositif.</li>
        </ul>

        <div class="steps">
            <h3>Étapes de fabrication :</h3>
            <ol>
                <li>Bouchez les trous au fond des pots (avec du liège ou du mastic).</li>
                <li>Versez une couche de 4-5 cm de sable au fond du grand pot.</li>
                <li>Placez le petit pot à l&#8217;intérieur du grand.</li>
                <li>Remplissez l&#8217;espace entre les deux pots avec du sable.</li>
                <li>Arrosez le sable jusqu&#8217;à ce qu&#8217;il soit bien saturé d&#8217;eau.</li>
                <li>Placez vos aliments dans le petit pot et couvrez avec un linge humide.</li>
            </ol>
        </div>

        <div class="image-box">
            <img  alt="Photos des étapes" loading="lazy" decoding="async" 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">
            <span class="caption">Guide visuel pour l&#8217;assemblage de votre Zeer Pot.</span>
        </div>

        <div class="info-box">
            <strong>Conseils d&#8217;utilisation :</strong>
            <p>Pour une efficacité maximale, placez votre frigo dans un endroit <strong>sec et ventilé</strong>. Plus l&#8217;air est sec, plus l&#8217;évaporation est rapide et plus le froid est intense. N&#8217;oubliez pas de rajouter de l&#8217;eau dans le sable régulièrement (environ 2 fois par jour).</p>
        </div>

        <div class="image-box">
            <img  alt="Usage réel" loading="lazy" decoding="async" 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">
            <span class="caption">Le Zeer Pot est utilisé avec succès dans de nombreux pays pour réduire le gaspillage alimentaire.</span>
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<p>The post <a href="https://hybrid4all.com/2026/06/22/comment-conserver-ses-aliments-sans-electricite/">Comment conserver ses aliments sans électricité</a> appeared first on <a href="https://hybrid4all.com">H4All</a>.</p>
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