C是指電池的全部容量,如果是1C放電的話,就是在正好一個小時之內將電池完全放電。 1c 如果是2C充電的話,就是用半個小時(不是兩個小時,反比關係)將電池由沒有電充滿。 恩智浦面向汽車和工業應用的電池管理系統解決方案,包括12V,48V,高壓和電池組監控應用。 它們在硬件和軟件方面進行了優化,實現了高達ASIL 1c D安全等..
1C和42分鐘是密切相關的,1C放電時間就是42分鐘,比如:你電池容量是2000,1C放電就是用2000的電流放電42分鐘。 1c 1c2025 1c2025 動力電池作爲電動汽車的核心組件,爲其尋求合適的材料解決方案,保障安全性,加強電池熱管理等難題,仍是亟需突破的瓶…
1c: 電池的1C是表示什麼意思
C是指電池的全部容量,所用的容量1小時放電完畢,如果是2C充電的話,就是用半個小時(不是兩個小時,反比關係)將電池由沒有電充滿。 如果是0.333C放電的話,就是用3個小時使電池完全放電。 0.01C充電的話,就是用100個小時把電池完全充滿。
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” width=”605px” alt=”1c”/>