伊森亨特 发表于 2023-5-4 20:00:24

STM32F407的FSMC读写外部SRAM如何设置时序?


使用的SRAM是62WV51216,数据手册在附件。
SRAM的读有2种,写有4种时序图.STM32非扩展模式,有2种,扩展模式下,有4种。
读时序的参数


读时序1


读时序2


写时序参数

经过对比时序图,我觉得写时序2和读时序2与STM32的MODEA比较匹配,如图


问题一:为什么网上的代码和AN2784都是采用MODE1,而不是MODEA?它们时序图不一样,手册里也写了The differences compared with mode1 are the toggling of NOE and the independent read
and write timings.MODEA和MODE1的区别在于NOE引脚的变化,而MODE1里,NOE是没变化的。对比如如下:



static/image/hrline/1.gif

AN2784里给了计算ADDSET和DATAST的公式

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
红色部分在数据手册里找到,这部分的参数是在其他条件下测得的,不能直接使用。tv(A_NE)是片选低电平到地址线有效,问题是SRAM读时序图里,没有这段时间,而且SRAM读时序图里,地址线是先于片选线拉低的。tSU(DATA_NE)是数据开始到片选失效的时间,SRAM读时序图里也没有。虽然AN2784给出了参考值2tHCLK+25,但是AN2784里是F1系列,且SRAM是61WV51216,不能直接用。



问题二:如何正确计算STM32配置时需要的ADDSET和DATAST,根据公式算,找不到数。
看参考手册的时序图,MODEA的话,读的时候,ADDSET等于通信开始到NOE下降沿,SRAM时序图没有,DATAST等于NOE低电平的时间,SRAM时序图里也没有;写的时候ADDSET等于通信开始到NWE的下降沿,SRAM里是tSA,DATAST是NWE低电平的时间,也就是tPWE。也有2个数找不到
问题三:有时候可以读写用相同的时序,但是看SRAM读写完全不一样啊,怎么使用相同的时序呢?
谢谢。




eric2013 发表于 2023-5-5 00:56:00

1、我们V5就是用的modeA,我们的是2MB高速SRAM,10ns,IS61WV102416BLL-10TL
2、IS61WV102416BLL-10TL




3、参数有较大的容错范围,读写可以一起


伊森亨特 发表于 2023-5-5 08:40:26

我才发现,F1和F4的时序图不一样啊。F1写的更详细一些,有采样点,F4的整个都是DATAST

eric2013 发表于 2023-5-5 09:32:23

伊森亨特 发表于 2023-5-5 08:40
我才发现,F1和F4的时序图不一样啊。F1写的更详细一些,有采样点,F4的整个都是DATAST

解释为更详细不一定对,这个也可以解释为后续的系列A模式,这个地方不需要多余的2个HCLK了。

伊森亨特 发表于 2023-5-5 14:39:56

eric2013 发表于 2023-5-5 00:56
1、我们V5就是用的modeA,我们的是2MB高速SRAM,10ns,IS61WV102416BLL-10TL
2、IS61WV102416BLL-10TL



1、我看的是 高级篇例程(裸机)V5-104外部SRAM访问例程,
FSMC_NORSRAMInitStructure.FSMC_ExtendedMode = FSMC_ExtendedMode_Disable;
扩展模式是disable,那就没有mode A B C D了,而是mode1 2。根据MYTP位,应该是mode1。

eric2013 发表于 2023-5-5 15:32:54

伊森亨特 发表于 2023-5-5 14:39
1、我看的是 高级篇例程(裸机)V5-104外部SRAM访问例程,
FSMC_NORSRAMInitStructure.FSMC_ExtendedMod ...
使能,ModeA模式测试:

伊森亨特 发表于 2023-5-5 15:33:41

eric2013 发表于 2023-5-5 00:56
1、我们V5就是用的modeA,我们的是2MB高速SRAM,10ns,IS61WV102416BLL-10TL
2、IS61WV102416BLL-10TL



1、写操作的ADDSET,你画出的地址线开始到DOUT的HIGH-Z结束,写入是DIN有用,DOUT没用。你是不是想画ADDRESS到DIN的DATAIN VALID,然后画错了
2、你画出的ADDSET时序图的表里没有数据啊,是等于tSA+tHZWE吗?
3、tHZWE是WE LOW to High-Z Outpu,写时序,是数据输入,DOUT在这里有啥用,为什么要给这个时间。
4、ADDSET在参考手册里和AN2784里都是地址建立时间,为什么不直接使用tSA呢,tSA是SRAM的地址建立时间。
5、DATAST你画的是DOUT的HIGH-Z到WE上升沿,使用tSD吗?AN2784里推荐是tPWE,为什么没有使用呢。
6、读操作,ADDSET是tAA,DATAST是tAA开始到片选上升沿结束,这个时间数据手册没有给出,用哪个值呢
7、DOUT的DATA VALID前面有空白的部分,代表数据是随机的?WE好像有2个下降沿,也是代表随机值的意思吗?
不好意思,问题有点多。多谢。:handshake:handshake

eric2013 发表于 2023-5-5 15:44:21

伊森亨特 发表于 2023-5-5 15:33
1、写操作的ADDSET,你画出的地址线开始到DOUT的HIGH-Z结束,写入是DIN有用,DOUT没用。你是不是想画ADDR ...

6楼已经帮你测试。

伊森亨特 发表于 2023-5-5 16:01:27

eric2013 发表于 2023-5-5 15:32
使能,ModeA模式测试:

那你是一开始就用mode1还是想用modeA但是配置错了?不过看起来2者都能用,OE的控制影响不大

伊森亨特 发表于 2023-5-5 16:03:50

eric2013 发表于 2023-5-5 15:44
6楼已经帮你测试。

7楼的问题麻烦也看一下吧。多谢。

eric2013 发表于 2023-5-6 09:43:52

伊森亨特 发表于 2023-5-5 16:01
那你是一开始就用mode1还是想用modeA但是配置错了?不过看起来2者都能用,OE的控制影响不大

经常有网友咨询,早期的时候很多模式都测试过。

伊森亨特 发表于 2023-5-7 10:00:23

eric2013 发表于 2023-5-6 09:43
经常有网友咨询,早期的时候很多模式都测试过。

不好意思硬汉兄,关于时序图的这几个问题能麻烦解答一下吗?谢谢,请你喝饮料。
1、写操作的ADDSET,你画出的地址线开始到DOUT的HIGH-Z结束,写入是DIN有用,DOUT没用。你是不是想画ADDRESS到DIN的DATAIN VALID,然后画错了
2、你画出的ADDSET时序图的表里没有数据啊,是等于tSA+tHZWE吗?
3、tHZWE是WE LOW to High-Z Outpu,写时序,是数据输入,DOUT在这里有啥用,为什么要给这个时间。
4、ADDSET在参考手册里和AN2784里都是地址建立时间,为什么不直接使用tSA呢,tSA是SRAM的地址建立时间。
5、DATAST你画的是DOUT的HIGH-Z到WE上升沿,使用tSD吗?AN2784里推荐是tPWE,为什么没有使用呢。
6、读操作,ADDSET是tAA,DATAST是tAA开始到片选上升沿结束,这个时间数据手册没有给出,用哪个值呢
7、DOUT的DATA VALID前面有空白的部分,代表数据是随机的?WE好像有2个下降沿,也是代表随机值的意思吗?
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