yangxincq 发表于 2024-2-22 11:13:46

关于STM32F429堆栈区域划分的问题


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


工程文件中划分栈区大小4KB,堆区大小1KB

data:image/png;base64,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
keil编译后
FLASH存储区域大小=Code + RO-data + RW-data=204KB
RAM存储区域大小=RW-data + ZI-data ROM=61KB


output.map文件里面
Execution Region ER_IROM1 (Exec base: 0x08000000, Load base: 0x08000000, Size: 0x00032c00, Max: 0x00200000, ABSOLUTE)
Execution Region RW_IRAM1 (Exec base: 0x20000000, Load base: 0x08032c00, Size: 0x0000f7c0, Max: 0x00030000, ABSOLUTE, COMPRESSED)


    Total RWSize (RW Data + ZI Data)             63424 (61.94kB)
    Total ROM Size (Code + RO Data + RW Data)   207928 ( 203.05kB)


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

问题:
1.output.map文件中可以看出那些是堆区、那些是栈区吗(通过工程文件的堆栈大小和地址)?

2.output.map文件中 __initial_sp刚好占用了栈区设置的大小0x0000 1000,是什么意思?通过改变栈区大小,仅仅__initial_sp地址改变,其他变量在RAM地址不应该跟着变吗?栈区不是应该从空间首地址往下分配吗?

3.工程文件中设置的栈区大小0x0000 1000明显小于编译后所要占用的RAM空间,为什么程序没出问题?ps:程序中有大量的全局变量及数组,这些应该是存的RAM中吗?

期望高手解答一下,附件中有output.map文件,万分感激!








eric2013 发表于 2024-2-22 15:25:34

1、栈可以看这个,然后栈下面是堆
0x20003518      -       0x00001000   Zero   RW         1662    STACK               startup_stm32h743xx.o
2、RAM由高地址到低地址,分别是Stack,heap和其它变量。
3、这个为什么要出错,程序实际运行起来后,栈申请超出了才会出错。
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