{"id":11662,"date":"2025-10-04T02:48:24","date_gmt":"2025-10-04T00:48:24","guid":{"rendered":"https:\/\/www.power-e-bike.fr\/blog\/?p=11662"},"modified":"2025-10-04T02:48:24","modified_gmt":"2025-10-04T00:48:24","slug":"choisir-moteur-velo-electrique","status":"publish","type":"post","link":"https:\/\/www.power-e-bike.fr\/blog\/choisir-moteur-velo-electrique\/","title":{"rendered":"Bien choisir son moteur v\u00e9lo \u00e9lectrique"},"content":{"rendered":"<p>Power-e-bike nous propose \u00e0 la vente des versions diff\u00e9rentes du moteur v\u00e9lo \u00e9lectrique RH205 de \u00ab\u00a0Nine Continent\u00a0\u00bb et il n&rsquo;est pas simple de choisir le bon, celui qui va convenir \u00e0 son utilisation.<\/p>\n<p>On va voir dans cet article que power-e-bike nous donne quelques informations nous permettant un choix de base, mais il manquait \u00e0 mon sens un certain nombre d&rsquo;information que j&rsquo;ai appris au fur et \u00e0 mesure de mon utilisation, ainsi qu&rsquo;\u00e0 mon initiation dans le domaine de l&rsquo;assistance \u00e9lectrique.<\/p>\n<p>Quelques acronymes pour commencer, qui vont simplifier la lecture:<\/p>\n<p>9C: Nine Continent<\/p>\n<p>PAS: Pedal Assist System, assistance au p\u00e9dalage<\/p>\n<p>VAE\u00a0: V\u00e9lo a assistance \u00e9lectrique<\/p>\n<p>Limn\u00a0: Lithium Mangan\u00e8se, type de batterie lithium<\/p>\n<p>C&rsquo;est chose faite \ud83d\ude00\u00a0!<\/p>\n<p>Pour information, j&rsquo;ai achet\u00e9 mon kit moteur v\u00e9lo \u00e9lectrique \u00e0 power-e-bike en Aout 2014 et mon cahier des charges \u00e9tait le suivant:<\/p>\n<p>-Pouvoir faire des allers-retours entre mon travail et mon domicile, 4 km dans les chemins terre gravillon et sur la route<\/p>\n<p>-Pouvoir tenir 30km\/h en mont\u00e9e sur notamment une portion a 10% sur 1.5km, sachant que la circulation matinale roule assez vite.<\/p>\n<p>-J&rsquo;ai choisi \u00e0 l&rsquo;\u00e9poque une version 280-380, \u00e0 mi-chemin entre couple et vitesse max comme indique sur cette table.<\/p>\n<p>La premi\u00e8re chose que le site nous montre est cette table qui permet une approche \u00e0 mon sens un peu trop succincte, car elle nous montre que le choix se r\u00e9sume a part \u00e9gale entre couple et vitesse max.<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" 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\" alt=\"\" width=\"627\" height=\"159\" align=\"bottom\" border=\"0\" hspace=\"1\" title=\"\"><\/p>\n<p>Une fois mont\u00e9 et \u00e0 l\u2019usage, on se rend compte que le moteur v\u00e9lo \u00e9lectrique est tr\u00e8s coupleux au d\u00e9part, c&rsquo;est l\u00e0 qu&rsquo;il \u00ab\u00a0tracte\u00a0\u00bb car c&rsquo;est \u00e0 ce moment que l&rsquo;on ressent la puissance \u00e0 travers l&rsquo;acc\u00e9l\u00e9ration du VAE. On se rend compte aussi que cette acc\u00e9l\u00e9ration diminue \u00e0 mesure que l&rsquo;acc\u00e9l\u00e9ration augmente, si bien qu&rsquo;a 20~25km\/h, l&rsquo;acc\u00e9l\u00e9ration s&rsquo;est tass\u00e9e.<\/p>\n<p>On va voir que finalement, la diff\u00e9rence entre les moteurs est surtout la vitesse.<\/p>\n<p>Cela s&rsquo;illustre tr\u00e8s bien si on utilise un simulateur gratuit en ligne sur la boutique canadienne de Grin technologie:<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-11664 size-full\" src=\"https:\/\/www.power-e-bike.fr\/blog\/wp-content\/uploads\/2016\/03\/stat1-2-2.jpg\" alt=\"stat1\" width=\"800\" height=\"598\" title=\"\"><\/p>\n<p>Ceci est une courbe \u00ab\u00a0\u00e0 100% de gaz\u00a0\u00bb du moteur v\u00e9lo \u00e9lectrique RH205 de 9C en 280-380 (8 tours de cuivre par pole), o\u00f9 le couple (en bleu) est tr\u00e8s fort au d\u00e9but, puis diminue progressivement, alors qu&rsquo;augmentent (en noir) les efforts de r\u00e9sistance \u00e0 l&rsquo;air et au roulement.<\/p>\n<p>On voit qu\u2019\u00e0 100% de gaz, la puissance m\u00e9canique du moteur (en rouge) est \u00e9gale aux efforts de r\u00e9sistance (en noir) \u00e0 31.5km\/h.<\/p>\n<p>On peut voir \u00e9galement que le couple descend progressivement jusqu\u2019\u00e0 22km\/h environ ou il s\u2019\u00e9croule plus rapidement.<\/p>\n<p>On voit donc qu\u2019avec cette configuration (moteur 9C 280-380, contr\u00f4leur 27 amp\u00e8res) ainsi qu\u2019une batterie LiMn 36v 15Ah, le moteur seul nous propulsera jusqu\u2019\u00e0 31.5km\/h et que la batterie tiendra 50km.<\/p>\n<p>Sur cette deuxi\u00e8me simulation, on peut comparer le moteur 280-380 (8 tours\/pole) et le 350-480 (6 tours \/ pole, le plus rapide chez POWER-E-BIKE, appel\u00e9 2806 chez Grin), on voit des choses tr\u00e8s int\u00e9ressantes:<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-11665 size-full\" src=\"https:\/\/www.power-e-bike.fr\/blog\/wp-content\/uploads\/2016\/03\/stat1-2-2.jpg\" alt=\"stat2\" width=\"800\" height=\"531\" title=\"\"><\/p>\n<p>-A batterie, contr\u00f4leur et charge \u00e9gale (VTT 26\u2019 et poids de l\u2019ensemble V\u00e9t\u00e9tiste + v\u00e9lo a 100kg), le couple du moteur \u00ab\u00a0rapide\u00a0\u00bb n&rsquo;est inferieur que d&rsquo;environ 4% au couple du moteur coupleux jusqu&rsquo;\u00e0 environ 22km\/h puis d\u00e9passe all\u00e8grement ce dernier qui s\u2019\u00e9croule. (Les courbes bleues)<\/p>\n<p>-Le couple du moteur \u00ab\u00a0vitesse\u00a0\u00bb ne s&rsquo;effondre pas \u00e0 22km\/h mais a 34km\/h environ.<\/p>\n<p>-L&rsquo;efficacit\u00e9 (c&rsquo;est \u00e0 dire le ratio encore \u00e9nergie consomm\u00e9e a la batterie et l&rsquo;\u00e9nergie m\u00e9canique restitu\u00e9e par le moteur), par contre, est toujours \u00e0 l&rsquo;avantage du moteur coupleux. (Les courbes vertes)<\/p>\n<p>-A cette vitesse de 31km\/h, le moteur vitesse \u00e0 100% est encore en acc\u00e9l\u00e9ration et consomme beaucoup. On peut r\u00e9duire sa consommation en r\u00e9duisant les gaz, et a l\u2019\u00e9quilibre \u00e0 la m\u00eame vitesse, les consommations sont comparables et les diff\u00e9rences pas significatives.<\/p>\n<p>N\u00e9anmoins, on ne peut rouler en France avec un VAE que jusqu\u2019\u00e0 25km\/h en mode d\u2019assistance. Avec cet outil bien sympathique, supposons que nous souhaitions ne rouler en mode assistance en restant \u00e0 la limite que nous impose la loi, \u00e0 savoir a 25km\/h maxi. On peut jouer avec le curseur \u00ab\u00a0throttle\u00a0\u00bb qui signifie peu ou prou \u00ab\u00a0pourcentage acc\u00e9l\u00e9rateur\u00a0\u00bb.<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-11666\" src=\"https:\/\/www.power-e-bike.fr\/blog\/wp-content\/uploads\/2016\/03\/stat1-2-2.jpg\" alt=\"stat3\" width=\"684\" height=\"455\" title=\"\"><\/p>\n<p>On voit donc que le moteur \u00ab\u00a0couple\u00a0\u00bb a besoin de 75% pour maintenir 25km\/h alors que le moteur \u00ab\u00a0vitesse\u00a0\u00bb est \u00e0 58%.<\/p>\n<p>On note une diff\u00e9rence de consommation des plus marginales, \u00e0 savoir 5.3A pour le plus lent et 5.5A pour le plus rapide.<\/p>\n<p>On peut voir ainsi qu\u2019\u00e0 cette cadence th\u00e9oriquement sur le plat et avec cette batterie, un moteur comme l&rsquo;autre pourra tenir 69km environ sans probl\u00e8me de chauffe.<\/p>\n<p>Notez bien ici que les donn\u00e9es chiffr\u00e9es sont donn\u00e9es ici \u00e0 titre d\u2019exemple, et qu\u2019une variation de poids, de batterie (tension, chimie, contenance), ou de contr\u00f4leur (17A, 22A, 35A, \u2026) va changer ces donn\u00e9es. Elles ne changeront pas n\u00e9anmoins les conclusions qui sont les suivantes\u00a0:<\/p>\n<p>Ce qui va r\u00e9ellement faire la diff\u00e9rence, c&rsquo;est la r\u00e9serve de puissance.<\/p>\n<p>On peut donc aussi dire que finalement, c&rsquo;est une diff\u00e9rence de vitesse maximum qui doit vraiment d\u00e9cider votre choix.<\/p>\n<p>J&rsquo;ai fait la remarque \u00e0 POWER-E-BIKE par rapport \u00e0 leur tableau, qui met \u00e0 \u00e9gale importance la diff\u00e9rence de couple et de vitesse. Dans la r\u00e9alit\u00e9, c&rsquo;est la r\u00e9serve de puissance (ou encore la vitesse) qui va changer principalement, puis viennent l\u2019efficacit\u00e9 et le couple au d\u00e9marrage dans une importance moindre.<\/p>\n<p>Sans inonder de donn\u00e9es et de simulation, on se rend compte qu\u2019un moteur plus lent sera d\u2019autant plus efficace (en termes de consommation \u00e9lectrique) si on l\u2019accompagne en p\u00e9dalant.<\/p>\n<p>Notez tout de m\u00eame qu\u2019il n\u2019est pas l\u00e9gal de rouler avec une telle machine sur voie publique sans limiter la puissance, qu\u2019elle soit route ou chemin, car si vous ne limitez pas la puissance d\u2019un tel v\u00e9hicule (moteur 9C, contr\u00f4leur 27A, batterie 36V), il d\u00e9veloppe pr\u00e8s d\u20191 kilowatt, soit la puissance d\u2019un v\u00e9lomoteur&#8230;<\/p>","protected":false},"excerpt":{"rendered":"<p>Power-e-bike nous propose \u00e0 la vente des versions diff\u00e9rentes du moteur v\u00e9lo \u00e9lectrique RH205 de \u00ab\u00a0Nine Continent\u00a0\u00bb et il n&rsquo;est pas simple de choisir le bon, celui qui va convenir \u00e0 son utilisation. On va voir dans cet article que power-e-bike nous donne quelques informations\u2026<\/p>","protected":false},"author":1,"featured_media":11665,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[2],"tags":[34,36,39],"class_list":["post-11662","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-experience-utilisateurs","tag-moteur-velo-electrique","tag-rh205","tag-velo-electrique"],"_links":{"self":[{"href":"https:\/\/www.power-e-bike.fr\/blog\/wp-json\/wp\/v2\/posts\/11662","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.power-e-bike.fr\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.power-e-bike.fr\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.power-e-bike.fr\/blog\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.power-e-bike.fr\/blog\/wp-json\/wp\/v2\/comments?post=11662"}],"version-history":[{"count":1,"href":"https:\/\/www.power-e-bike.fr\/blog\/wp-json\/wp\/v2\/posts\/11662\/revisions"}],"predecessor-version":[{"id":26368,"href":"https:\/\/www.power-e-bike.fr\/blog\/wp-json\/wp\/v2\/posts\/11662\/revisions\/26368"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/www.power-e-bike.fr\/blog\/wp-json\/"}],"wp:attachment":[{"href":"https:\/\/www.power-e-bike.fr\/blog\/wp-json\/wp\/v2\/media?parent=11662"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.power-e-bike.fr\/blog\/wp-json\/wp\/v2\/categories?post=11662"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.power-e-bike.fr\/blog\/wp-json\/wp\/v2\/tags?post=11662"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}