制作的STM32F4外置SPI Flash的MDK下载算法不能内部Flash和外部Flash同时下载，而H7版的无此问题
想省点事，看来是不行了，只能添加外置Flash下载算法单独下载了，之后再切到内置Flash算法即可。本来是打算像QSPI Flash那样使用，两个算法都添加进来
现在测试V7板子没问题，V5和V6仅能只添加一个算法，依次下载，不能同时都添加下载。都是操作的标准SPI Flash。
V5和V6同时添加会提示如下错误，也是校验的时候没有通过，实际测试程序已经正常运行了，不知道为什么校验这里还是会卡住
我记得把verify和reset and run选项去掉应该 lidp000 发表于 2020-11-15 16:13
我记得把verify和reset and run选项去掉应该
对，去掉校验也可以的。 eric2013 发表于 2020-11-15 16:22
对，去掉校验也可以的。
我就是这样用着呢 是不是算法初始化了系统时钟而且系统时钟太高？ 我以前试过 F429系统时钟在100M 还是90M以下 是可以内外部一起下载的..... xy201207 发表于 2020-11-16 14:42
是不是算法初始化了系统时钟而且系统时钟太高？ 我以前试过 F429系统时钟在100M 还是90M以下 是可以内外部 ...
我试过降低SPI Flash的频率，不行。
一脸懵逼，完全搞不懂在干什么。 yconnor 发表于 2020-11-20 16:51
一脸懵逼，完全搞不懂在干什么。
看教程第47和48章即可
【安富莱】V6，V5开发板用户手册，重在BSP驱动包设计方法，HAL库的框架学习，授人以渔，更新至48章（2020-11-16）
http://www.armbbs.cn/forum.php?mod=viewthread&tid=93255&fromuid=58
(出处: 硬汉嵌入式论坛)
老大，什么时候出一个F1xx的SPI FLASH的下载算法吧 admvip 发表于 2020-11-21 23:37
老大，什么时候出一个F1xx的SPI FLASH的下载算法吧
参考F4的修改就行，F1和F4没啥区别
http://www.armbbs.cn/forum.php?mod=viewthread&tid=93255&extra=page%3D1 eric2013 发表于 2020-11-22 09:56
参考F4的修改就行，F1和F4没啥区别
http://www.armbbs.cn/forum.php?mod=viewthread&tid=93255&extra= ...
我用的是F103CB的板子，板载W25Q64，MCU的RAM只有20k，按照老大的F4教程，算法倒是生成了，但是用HAL库，生成的算法体积搞得太大了，RAM放不下，运行不了，能不能搞个F103CB能用的，体积小点的FLM文件？ admvip 发表于 2020-11-22 12:19
我用的是F103CB的板子，板载W25Q64，MCU的RAM只有20k，按照老大的F4教程，算法倒是生成了，但是用HAL库， ...
F1不打算做了，主要是我们的F1板子已经停产了，不再维护了。 我的可以同时用没问题擦除校验啥的都正常data:image/png;base64,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
打洞者 发表于 2020-11-27 21:52
我的可以同时用没问题擦除校验啥的都正常
这个依次下载也行，无碍。 eric2013 发表于 2020-11-28 00:03
这个依次下载也行，无碍。
您好，我在用F767的板子同时使用内部FLASH和W25Q256的下载算法，然后擦除这两部分区域没问题，下载就不行了，直接从0x08000000就开始下不了了，显示的是flash timeout.
HuSanKeke 发表于 2020-11-30 08:51
您好，我在用F767的板子同时使用内部FLASH和W25Q256的下载算法，然后擦除这两部分区域没问题，下载就不行 ...
在你的这个帖子里面回复你了。
关于使用QSPI FLASH下载算法时遇到的问题
http://www.armbbs.cn/forum.php?mod=viewthread&tid=101712&fromuid=58
(出处: 硬汉嵌入式论坛)
大佬，可以转载关于外部flash下载的文章吗？ 我的MDK编译以后，报错如下，谁能帮忙指点一下么？
.\output\Project.axf: Error: L6211E: Ambiguous section selection. Object gb2312.o contains more than one section.
Not enough information to list image symbols.
Not enough information to list load addresses in the image map. liuyongliuyong 发表于 2020-12-25 09:58
我的MDK编译以后，报错如下，谁能帮忙指点一下么？
.\output\Project.axf: Error: L6211E: Ambiguous sect ...
没配置好， gb2312.c重复定义到了多个section eric2013 发表于 2020-12-26 10:00
没配置好， gb2312.c重复定义到了多个section
那我应该怎么配置呢，求告知，不甚感激 eric2013 发表于 2020-12-26 10:00
没配置好， gb2312.c重复定义到了多个section
我gb2312.c是复制的硬汉工程里面的文件 liuyongliuyong 发表于 2020-12-30 19:44
那我应该怎么配置呢，求告知，不甚感激
我测试那会，我是删掉了这个文件，然后重新添加配置后，单独对这个文件进行编译后正常了。 eric2013 发表于 2020-12-31 09:56
我测试那会，我是删掉了这个文件，然后重新添加配置后，单独对这个文件进行编译后正常了。
是这个文件重新移除再添加吗？ Y1ng 发表于 2023-6-30 11:14
是这个文件重新移除再添加吗？
对。
后来测试发现这个是MDK的处理问题，使用我们TOOL做两个同时下载没问题。 eric2013 发表于 2023-7-1 08:46
对。
后来测试发现这个是MDK的处理问题，使用我们TOOL做两个同时下载没问题。
那个 --keep=*.o 关了好像就可以再次编译 不用再添加 Y1ng 发表于 2023-7-1 09:47
那个 --keep=*.o 关了好像就可以再次编译 不用再添加
你要说的是这个文件的话，都可以，怎么玩都行，自己怎么方面就怎么用
我们讨论的应该不是一个问题，我说的是下载这个文件时的FLM算法问题。
eric2013 发表于 2023-7-1 09:48
你要说的是这个文件的话，都可以，怎么玩都行，自己怎么方面就怎么用
我们讨论的应该不是一个问题，我 ...
就是讨论FLM应用延伸的一个问题。
目前有还有两点疑问
1.文件右键指定地址与在数组定义地址是不是等效的（二者先一种就行）
2.这边的--keep是不是必需的（当加了 --keep 后 若文件有改动就会导致编译失败）
Y1ng 发表于 2023-7-1 11:57
就是讨论FLM应用延伸的一个问题。
目前有还有两点疑问
1.文件右键指定地址与在数组定义地址是不是等效 ...
1、对，看map文件是否设置成功即可
2、特别注意看map文件，保证没有被优化掉，keep保留设置就成功了。
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