lenovo57694129 发表于 2022-3-6 21:06:55

有关小新pro13的电池损耗情况

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
2020年8月买的小新pro13,最近电脑电池用得非常快,寒假过后就不太行了,或者是有时候显示有问题?刚才上一秒还是50%,下一秒就自动关机了……想知道大家有遇到类似的情况吗?感觉2年没到就这样是不是有点夸张了……

lenovo57694129 发表于 2022-3-6 21:09:12

图片好像吞掉了,win10电池报告设计容量是56560mWh,完全充电容量是40420mWh

ilang 发表于 2022-3-7 11:16:02

lenovo57694129 发表于 2022-3-6 21:09
图片好像吞掉了,win10电池报告设计容量是56560mWh,完全充电容量是40420mWh

你这还好,我是首发买的,不打游戏的情况现在完全充电容量只有10575mWh了,现在满电情况半个小时都坚持不到了。
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查看完整版本: 有关小新pro13的电池损耗情况