u1s1 发表于 2023-8-4 17:32:30

求助:锂电池容量和存储时间的关系

如题,请教各位大神,锂电池的容量变化和存储时间的关系是怎样的?

比如,一块电池,先测试一次容量,储存3个月后,再用分容柜测试其容量,其容量为第一次的多少百分比,6个月、12个月之后呢?有没有相关的文件?
谢谢!

KLNS 发表于 2023-8-5 10:01:54

容量都会有衰减,一般参照国标31486里的要求28天高温45℃存储容量保持率和容量回复率≥90%

laker 发表于 2023-8-4 18:47:53

各电池厂不一样的。先参考厂商规格

huowu02 发表于 2023-8-5 14:04:30

本帖最后由 huowu02 于 2023-8-5 14:05 编辑

楼上优解,国标31486里的要求28天高温45℃存储容量保持率和容量回复率≥90%
另外楼主要6个月、12个月的数据,我觉得你这个要考量锂电池自放电率
1)每天锂电池端电压下降了多少mV来衡量,即mV/天,我们公司用的锂电池比较小(一般在600mAh以下)一天的压降不应超过2mV。通过这个按电池的容量规格来预估各存储周期电池容量情况
2)K值,锂电池在单位时间内压降多少,也就是mV/h,即一个小时锂电池端电压电压下降了多少mV,锂电池K值一般都在0.08mV/h以内,锂电池K值表示式如下:K=V1-V2/△T

u1s1 发表于 2023-8-7 10:00:43

KLNS 发表于 2023-8-5 10:01
容量都会有衰减,一般参照国标31486里的要求28天高温45℃存储容量保持率和容量回复率≥90%   ...

谢谢

KLNS 发表于 2023-8-7 13:26:26

huowu02 发表于 2023-8-5 14:04
楼上优解,国标31486里的要求28天高温45℃存储容量保持率和容量回复率≥90%
另外楼主要6个月、12个月 ...

你们是怎么用自放电去评估容量损失的的是做电压容量曲线然后去找对应压差的放电容量吗有几个问题:1、你们是用多大的倍率作为基准 2、同一个电压对应的可能是一个区间SOC 你们怎么定位的以上请教一下

huowu02 发表于 2023-8-8 14:06:28

根据电压容量曲线然后去找对应压差的放电容量
同一个电压对应的可能是一个区间SOC 你们怎么定位的---这个电池的规格书里也应该有
另外可以自己测试寿命循环,也是可以看到电压和SOC的对应关系

我们公司是使用锂电池,并不生产锂电池,看看论坛里有无更专业的大佬释疑一下,同求

KLNS 发表于 2023-8-9 13:47:50

huowu02 发表于 2023-8-8 14:06
根据电压容量曲线然后去找对应压差的放电容量
同一个电压对应的可能是一个区间SOC 你们怎么定位的---这个电 ...

产品规格书里确实会有不同SOC对应的电压,我特意查了一下,跟我之前说的差不多 在电池的放电平台电压25%SOC---50%SOC 电压基本没变化所以我觉得可能只有在特定的SOC存储才有可能实现

huowu02 发表于 2023-8-10 08:43:56

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

海泉 发表于 2023-8-10 09:13:16

谢谢分享
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查看完整版本: 求助:锂电池容量和存储时间的关系