L'automobile est en pleine mutation et les moteurs thermique utilisé depuis de plus de 100 ans sont en voie de disparition.
Vous allez découvrir dans ce blog les 3 grands types des moteurs qui pourrait leur succéder :
- les moteurs hybrides
-les moteurs électriques
-les moteurs à hydrogène
Nous vous présentons un blog un blog sur les moteurs de demain, fait par Louise & Laiila.
vendredi 6 décembre 2013
Présentation de la voiture hybride
La voiture hybride existe en 4 types qui sont :
- La micro hybride : voiture à moteur thermique.
-La mild hybride : c'est comme la micro hybride mais il y a d'avantage de puissance.
- La voiture hybride "parallèle":voiture qui contient à la fois un moteur thermique et un moteur électrique.
-La voiture hybride "série" : voiture qui fonctionne au gasoil mais qui peut être toute électrique
Pour plus de renseignant cliquez sur le lien ci-dessous :
http://www.lavoiturehybride.com/info/fonctionnement-voiture-hybride
- La micro hybride : voiture à moteur thermique.
-La mild hybride : c'est comme la micro hybride mais il y a d'avantage de puissance.
- La voiture hybride "parallèle":voiture qui contient à la fois un moteur thermique et un moteur électrique.
-La voiture hybride "série" : voiture qui fonctionne au gasoil mais qui peut être toute électrique
Pour plus de renseignant cliquez sur le lien ci-dessous :
http://www.lavoiturehybride.com/info/fonctionnement-voiture-hybride
Fonctionement de la voiture hybride
Il y a plusieurs fonctionnement dans la voiture hybride :
-les micros hybride fonctionne avec un moteur thermique dont certaine fonctionnalité sont alimenté par une batterie
-la mild hybride offre en plus de la micro hybride la récupération des stockages de l'énergie cinétique créer par le freinage ce qui développe l'accélération sans augmenter la consommation de gasoil
-la voiture hybride parallèle est la plus connue. Elle possède un moteur thermique et un moteur électrique ce qui permet de circuler en tout électrique a faible vitesse et d'utiliser les deux moteurs pour une puissance maximal. Elle a la même fonction que la mild hybride
-la voiture hybride "série" est pourvu d'un groupe électrogène qui fourni l'énergie au moteur électrique qui est également relié a des batterie ce qui permet de rouler en tout électrique.
![](http://www.ecomet.fr/images/voiture_electrique_465.gif)
Pour plus d'information cliquez ici .
-les micros hybride fonctionne avec un moteur thermique dont certaine fonctionnalité sont alimenté par une batterie
-la mild hybride offre en plus de la micro hybride la récupération des stockages de l'énergie cinétique créer par le freinage ce qui développe l'accélération sans augmenter la consommation de gasoil
-la voiture hybride parallèle est la plus connue. Elle possède un moteur thermique et un moteur électrique ce qui permet de circuler en tout électrique a faible vitesse et d'utiliser les deux moteurs pour une puissance maximal. Elle a la même fonction que la mild hybride
-la voiture hybride "série" est pourvu d'un groupe électrogène qui fourni l'énergie au moteur électrique qui est également relié a des batterie ce qui permet de rouler en tout électrique.
![](http://www.ecomet.fr/images/voiture_electrique_465.gif)
Pour plus d'information cliquez ici .
4 avantages de la voiture hybride
Nous allons vous présenter 4 avantages de la voiture hybride:
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpCZmbFxtD7n1PhTIWodVLUBfZ_HlalYeiMFmJGKcfsdnfeD_FYB7ikOTeAcO000XhuduUKYTa0BY3UKGwmUpVgdDoweF1pDnSyy6SviqPlxGeoBBgjktphAVqKSHzPwHwTejJMHdtkgg/s1600/images.jpg)
- Tout d’abord, une voiture hybride permet de faire
des économies car la consommation de carburant
est diminué (de 10 à 50%). Sachant que le prix du
carburant a beaucoup augmenté vous pouvez faire
une économie d'environ 500 euros par an.
-Vous allez également participer à la protection de la planète en rejetant moins de gaz à effet de serre.
-Si vous achetez une voiture hybride il est possible que vous ayez le droit à des réductions fiscales. Il existe aussi la prime à la casse qui reprend votre ancien véhicule ce qui vous permet de réduire le coût d'achat de votre voiture hybride.
-Grâce au moteur électrique les sensations au volant sont améliorées. Le bruit devient de moins en moins désagréable.
Pour plus d'information cliquez ici
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpCZmbFxtD7n1PhTIWodVLUBfZ_HlalYeiMFmJGKcfsdnfeD_FYB7ikOTeAcO000XhuduUKYTa0BY3UKGwmUpVgdDoweF1pDnSyy6SviqPlxGeoBBgjktphAVqKSHzPwHwTejJMHdtkgg/s1600/images.jpg)
- Tout d’abord, une voiture hybride permet de faire
des économies car la consommation de carburant
est diminué (de 10 à 50%). Sachant que le prix du
carburant a beaucoup augmenté vous pouvez faire
une économie d'environ 500 euros par an.
-Vous allez également participer à la protection de la planète en rejetant moins de gaz à effet de serre.
-Si vous achetez une voiture hybride il est possible que vous ayez le droit à des réductions fiscales. Il existe aussi la prime à la casse qui reprend votre ancien véhicule ce qui vous permet de réduire le coût d'achat de votre voiture hybride.
-Grâce au moteur électrique les sensations au volant sont améliorées. Le bruit devient de moins en moins désagréable.
Pour plus d'information cliquez ici
4 inconvénients de la voiture hybride
Nous allons vous présenter les 4 inconvénients de la voiture hybride :
-Le moteur électrique est très utile à faible vitesse et en ville ,mais sur autoroute il n’a pas grande utilité.
-La tension des batteries est très élevé ce qui est dangereux lors d'un accident.
-Le moteur électrique est très utile à faible vitesse et en ville ,mais sur autoroute il n’a pas grande utilité.
-La tension des batteries est très élevé ce qui est dangereux lors d'un accident.
-les moteurs ne sont pas éternelle et coûtent très cher.
-la voiture électrique ne fait pas de bruit d'un coté c'est un avantage et d'un cela augmente le danger des piéton.
Pour plus d'information cliquez ICI .
Pour plus d'information cliquez ICI .
Faire des économies avec la voiture hybride
Comment faire des économies avec la voiture hybride :
Pendant l'achat de votre voiture il peut y avoir une prime a la casse ce qui permet de payer moins cher votre voiture hybride . La voiture hybride en elle-même permettra de faire des économie grâce à son moteur électrique qui vous font consommer de 10 à 50 % de carburant en moins. Lors de l'achat d'une voiture hybride il peut y avoir des réductions fiscale et d'autre crédits d’impôt.
Pendant l'achat de votre voiture il peut y avoir une prime a la casse ce qui permet de payer moins cher votre voiture hybride . La voiture hybride en elle-même permettra de faire des économie grâce à son moteur électrique qui vous font consommer de 10 à 50 % de carburant en moins. Lors de l'achat d'une voiture hybride il peut y avoir des réductions fiscale et d'autre crédits d’impôt.
Pour d'information cliquez ici .
Présentation de la voiture électrique
Présentation de la voiture électrique:
L’automobile électrique est, jusqu’à ce jour, principalement destinée aux habitants des grandes villes. En effet, son autonomie n’est pas très grande. Le véhicule ne va pas souvent au-delà des 80 km excepté pour ceux qui profitent des dernières avancées technologiques. Nous allons vous présenter plus en détails une voiture électrique grâce à la vidéo que vous trouverez ici.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUdHQu4arnK-cdG_zxwEOGpBZ31LNbXXr8PJ8TDkgul67SYuq9Q0xUwHDf1Zgr4tTik22EgP62lxRV7hslOk4RZigwZMD4_PKMdMDqnk9whLT-k5wXJiqQOymlhTxJrbWVogiZV9p2UD8/s1600/index.jpg)
Exemple d'une voiture électrique
L’automobile électrique est, jusqu’à ce jour, principalement destinée aux habitants des grandes villes. En effet, son autonomie n’est pas très grande. Le véhicule ne va pas souvent au-delà des 80 km excepté pour ceux qui profitent des dernières avancées technologiques. Nous allons vous présenter plus en détails une voiture électrique grâce à la vidéo que vous trouverez ici.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUdHQu4arnK-cdG_zxwEOGpBZ31LNbXXr8PJ8TDkgul67SYuq9Q0xUwHDf1Zgr4tTik22EgP62lxRV7hslOk4RZigwZMD4_PKMdMDqnk9whLT-k5wXJiqQOymlhTxJrbWVogiZV9p2UD8/s1600/index.jpg)
Exemple d'une voiture électrique
La voiture électrique : Comment ça marche ?
Nous allons vous expliquer le fonctionnement d'une voiture électrique:
Une voiture électrique est construite autour d'une batterie, d'un moteur, d'un système de commande électronique et d'électricité. Évidemment, les batteries servent à garder l'énergie. Il existe deux types de batteries: en nickel-cadmium ou en plomb.
Le ou les moteur(s) électrique de tractions sont reliés aux roues motrices. L'ordinateur contrôle, gère et régule la puissance. Une fiche de raccordement au réseau électrique permet le chargement des batteries via une prise traditionnelle.
L'énergie stoker dans les batteries est redistribuer a l’ordinateur de contrôle et de gestion qui transmet l’énergie au moteur qui fait avancer la voiture.
![](http://diego-gutierrez.perso.neuf.fr/tpe/voiture-electrique.jpg)
Pour plus d'information cliquez ici .
Une voiture électrique est construite autour d'une batterie, d'un moteur, d'un système de commande électronique et d'électricité. Évidemment, les batteries servent à garder l'énergie. Il existe deux types de batteries: en nickel-cadmium ou en plomb.
Le ou les moteur(s) électrique de tractions sont reliés aux roues motrices. L'ordinateur contrôle, gère et régule la puissance. Une fiche de raccordement au réseau électrique permet le chargement des batteries via une prise traditionnelle.
L'énergie stoker dans les batteries est redistribuer a l’ordinateur de contrôle et de gestion qui transmet l’énergie au moteur qui fait avancer la voiture.
![](http://diego-gutierrez.perso.neuf.fr/tpe/voiture-electrique.jpg)
Pour plus d'information cliquez ici .
Stocker l'énergie dans la voiture électrique
Comment est stockée l'énergie dans la voiture électrique?
Dans la voiture électrique l'énergie est stockée dans les batteries. Les batteries de la voiture sont les organes clé de cette voiture.C'est grâce à celles là que la voiture peut être performante, avoir de l'autonomie tout en étant écologique. Aujourd'hui, c'est grâce aux batteries Lithium que les voitures électrique fonctionnent. Le lithium permet en effet de stoker énormément d'énergie électrique de manière très compact , le fonctionne consiste à la circulation des électrons ce qui créent un courant électrique.
![](data:image/png;base64,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)
Fonctionnement d'une batterie de lithium :
Pour plus d'information cliquez ici.
Dans la voiture électrique l'énergie est stockée dans les batteries. Les batteries de la voiture sont les organes clé de cette voiture.C'est grâce à celles là que la voiture peut être performante, avoir de l'autonomie tout en étant écologique. Aujourd'hui, c'est grâce aux batteries Lithium que les voitures électrique fonctionnent. Le lithium permet en effet de stoker énormément d'énergie électrique de manière très compact , le fonctionne consiste à la circulation des électrons ce qui créent un courant électrique.
Fonctionnement d'une batterie de lithium :
Pour plus d'information cliquez ici.
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