YOGA14 AMD4800H版本无法充满电,如何解决
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当前多少电量?
如果是95~100%之间未充电,出于电池保护的因素,在这个区间内都视为满电范围。
如果确实强迫症非要看见100%,那么就先拔电源放电到95%以下,再插上电源。
此外不要开启“电池养护模式”
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