eric2013 发表于 2024-1-15 01:37:35

【杂谈】如何测试EEPROM可以保存数据100年以及擦写次数,磨损均衡问题,阿伦尼乌斯方程的老化测试法

【引出问题】

引用帖子:https://hackaday.com/2023/12/21/how-do-you-test-if-an-eeprom-can-hold-data-for-100-years/

在hackaday上看到一篇有意思的帖子,如何测试 EEPROM 是否可以保存数据 100 年以及EERPOM的耐久性问题

比如Microchip的文档里面介绍,EEPROM可以将数据保留200年。如果按照时间测试,显然是不现实的。

需要一个更好的,加速磨损测试的方法

https://img.anfulai.cn/dz/attachment/forum/pw/Fid_12/12_58_abc3a8502aea112.png?46


【基于阿伦尼乌斯方程的老化测试法】

阿伦尼乌斯方程是一种描述化学反应速率常数与温度之间关系的经验公式,温度升高,分子运动速度加快,使得反应物分子更容易碰撞,从而增大反应速率。阿伦尼乌斯方程可以用于研究化学反应、固体材料的热处理、生物化学等多个领域。

在几十年或几个世纪的时间里,塑料会降解,材料会氧化,并且会继续进行各种其他化学反应。这些化学反应会破坏硅芯片的微小结构





因此,要测试设备的长期数据保留,您只需将其放置在比典型温度更高的环境中,并检查其随时间推移如何保存数据。当然,这是通过许多具有科学严谨性的样本完成的,从而能够获得统计见解。显然,也有局限性。在 500 °C 下测试 EEPROM 是没有意义的,它们会在几秒钟内熔化和燃烧。

这些寿命测试的关键是监测特定的故障机制,例如存储单元中的电荷泄漏。了解这些故障模式对于预测数据丢失和制定降低此类风险的策略至关重要。这些特定故障将在自己的时间范围内发生,并且比其他故障更容易受到某些条件的影响。

值得注意的是,加速老化方法不仅用于评估闪存和EEPROM;这些技术应用于从档案纸到油墨和其他此类产品的所有产品。不过,这些方法并非没有缺点。对这些方法的批评围绕着这样一个事实,即不同的化学反应可以在不同的温度下发生,这破坏了加速老化过程与在较低温度下随时间自然发生的情况之间的相关性。相关性有时可能很差,对于许多项目,尤其是最近发明的项目,我们根本没有机会将加速老化结果与实时发生的结果进行比较。




【怎么理解擦写次数】

引用:https://microchip.my.site.com/s/ ... Endurance-of-EEPROM

比如EEPROM字节擦除为0xFF(直接写入0xFF即可),那么对这个地址依次写入如下数据,总的擦写次数减1

擦除 : 0b11111111
Write : 0b01111111
Write : 0b10111111
Write : 0b11011111
Write : 0b11101111
Write : 0b11110111
Write : 0b11111011
Write : 0b11111101
Write : 0b11111110
最终 :   0b00000000

但下面这种测试,擦写次数要减2
擦除: 0b11111111
write : 0b01111111
write : 0b01111111   

也就是说,相同的位置1变成0,或者0继续覆盖0,擦写次数都要减1,而1继续写入1,是不影响的。

【EERPOM磨损均衡】

如果频繁对通过一个地址写输入,需要磨损均衡支持,下面是一个开源算法
https://github.com/PRosenb/EEPROMWearLevel

Microchip官方也有一个,但是没法下载了
https://www.microchip.com/en-us/application-notes?rv=1234aa97




【汽车级EERPOM】

安森美2018年时推出汽车级AEC-Q100认证的0级和1级EEPROM器件,重点了解下汽车级的EEPROM参数

(1)最高等级是0级,依次往下,比如0级是指该器件已经通过-40°C到+150°C之间的环境温度范围内运行的测试。
Grade 0: -40°C to +150°C
Grade 1: -40°C to +125°C
Grade 2: -40°C to +105°C
Grade 3: -40°C to +85°C
Grade 4: 0°C to +70°C

(2)对于安全至上的应用,如驾驶员辅助、制动系统和一般发动机管理,制造商热衷于指定现在可达汽车0级的器件,即-40°C到+150°C的温度范围。闪存并不适合汽车1级或0级环境,因为潜在工艺已针对消费者应用进行了优化,这意味着高密度和高性能。在汽车应用中,速度和密度的重要性次于耐用性和保存时间,在这里,EEPROM是非易失性存储器的首选形式。用于制造EEPROM的工艺更适合于承受恶劣的环境。

(3)作为汽车行业真正的汽车0级EEPROM,400万次读/写周期,数据保存时间为200年,还具有错误代码纠错的特性。
https://img.anfulai.cn/dz/attachment/forum/201810/28/005134h4qvu0wscucneeew.jpg
https://img.anfulai.cn/dz/attachment/forum/201810/28/005134at08w3kmrwjwqffi.png
https://img.anfulai.cn/dz/attachment/forum/201810/28/005135lr90uoeeo1pv15w5.jpg


【参考资料】
https://hackaday.com/2023/12/21/how-do-you-test-if-an-eeprom-can-hold-data-for-100-years/
https://www.microchip.com/en-us/application-notes/an2526
http://ww1.microchip.com/downloads/jp/AppNotes/00537.pdf
https://www.st.com/resource/en/a ... icroelectronics.pdf
http://www.mosaic-industries.com ... ility-wear-leveling


ROM :只读存储器
PROM : 可编程只读存储器
EPROM : 可擦除可编程EPROM, EPROM芯片必须从器件中移除才能重新编程
EEPROM:解决EPROM的痛点。



eric2013 发表于 2024-1-15 01:37:45

更新完成。

soga238 发表于 2024-1-15 08:54:39

eeprom文件 doc2526

eric2013 发表于 2024-1-15 08:56:35

soga238 发表于 2024-1-15 08:54
eeprom文件 doc2526

{:8:}

yunqi 发表于 2024-1-15 09:20:42

本帖最后由 yunqi 于 2024-1-15 11:20 编辑

回想当前替代外部EEPROM时,用的自带EEPROM的STM32L0X1,手册说是能擦写至少1000万次,写了个程序,常温测了2片,结果真的在1000万次后,部分EEPROM地址读写开始错误。
==========
记混了,手册写的最大擦写10万次。

eric2013 发表于 2024-1-15 10:23:08

yunqi 发表于 2024-1-15 09:20
回想当前替代外部EEPROM时,用的自带EEPROM的STM32L0X1,手册说是能擦写至少1000万次,写了个程序,常温测 ...

手册那个地方写的,没找到1000万次说明。

yunqi 发表于 2024-1-15 11:19:21

eric2013 发表于 2024-1-15 10:23
手册那个地方写的,没找到1000万次说明。

抱歉,估计记混了,映像中确实是1千万次。
翻看了下2015年的规格书,最大时10万次:L

eric2013 发表于 2024-1-15 11:46:07

yunqi 发表于 2024-1-15 11:19
抱歉,估计记混了,映像中确实是1千万次。
翻看了下2015年的规格书,最大时10万次

1000万次太强了,所以我特地搜索了下。

frankk 发表于 2024-1-15 19:40:27

之前测过一颗24c02具体哪家的不记得了, 室温,对着同一个地址, 0x00和0xff交替写, 一共写了1200万次出现错误;P

dengxiaojundink 发表于 2024-1-17 15:34:03

我现在做设备基本上都用铁电了

yunqi 发表于 2024-1-23 10:36:51

eric2013 发表于 2024-1-15 11:46
1000万次太强了,所以我特地搜索了下。


发现个百万次的。
data:image/png;base64,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

eric2013 发表于 2024-1-24 08:40:25

yunqi 发表于 2024-1-23 10:36
发现个百万次的。

谢谢分享。

1334327829 发表于 2024-1-25 21:12:28

硬汉哥请教一个问题,我使用EEPROM(CAT24C256)遇到一个问题,写入一个SN号(字符串长度为7)写到固定的地址总是中间某位错误。写入1234567读取结果1234u67。写入1234767读取结果1234?27。写入3333333时读取结果3333333.

1334327829 发表于 2024-1-25 21:19:05

后来我写入16进制值测出下列故障:写AAAAAAAAAAAAAA 读AEAAAAAAA2AAAA 写55555555555555读555555555D5555 写88888888888888读88808888888C88 写44444444444444读44444444444C44 写22222222222222读62222222262322 写11111111111111读01111111111111。使用的芯片为CAT24C256WI每页字节64字节。我写入的地址为183,不处于翻页位置。芯片手册中描述最快支持通讯速率1 MHz I2C。

1334327829 发表于 2024-1-25 21:57:20

我从首地址到尾地址反复写入,就前300个地址反复出错。其他地址没有出现过错误

eric2013 发表于 2024-1-26 08:53:43

1334327829 发表于 2024-1-25 21:57
我从首地址到尾地址反复写入,就前300个地址反复出错。其他地址没有出现过错误

这里要注意一点,写入完毕后,EEPROM本身是还没有处理完毕,要等待EERPOM真正的写入完成。

你可以这种试试,是否正常,写入完毕后,等待1秒,然后读取试试。

1334327829 发表于 2024-1-26 10:16:13

eric2013 发表于 2024-1-26 08:53
这里要注意一点,写入完毕后,EEPROM本身是还没有处理完毕,要等待EERPOM真正的写入完成。

你可以这种 ...

好的,谢谢硬汉哥。间隔大于1秒也不行,我使用的是串口接收到数据然后再写入(串口助手定时发送间隔为2秒),每次都是写前读 写入 写后读,本次写前读和上次写入数据也对不上。昨晚我对65536个地址空间进行读写检验发现126~196这段反复出现错误,其他地址没有这种问题。我再找找其他批次器件测试一下

ghslfgkkl88 发表于 2024-1-26 10:31:40

好贴收藏
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