请教：Bootloader教程中HEX2BIN的一个问题，输出BIN文件达到几百兆
我按照Bootloader教程操作，输出BIN文件达到几百兆的大小。经过查看HEX文件，发现有如下内容：
:020000043004C6
:1000000000000000000000000000000000000000F0
:1000100000000000000000000000000000000000E0
:1000200000000000000000000000000000000000D0
:1000300000000000000000000000000000000000C0
:1000400000000000000000000000000000000000B0
:1000500000000000000000000000000000000000A0
:020000043004C6
:100060000000000000000000000000000000000090
:100070000000000000000000000000000000000080
:100080000000000000000000000000000000000070
:100090000000000000000000000000000000000060
:1000A0000000000000000000000000000000000050
:1000B0000000000000000000000000000000000040
从内容来看，应该是因为如下代码，导致HEX中有将这部分全局数组清0的代码。
/* Ethernet Rx DMA 描述符 */
//__attribute__((at(0x30040000))) ETH_DMADescTypeDefDMARxDscrTab;
ETH_DMADescTypeDefDMARxDscrTab __attribute__((section(".ARM.__at_0x30040000")));
/* Ethernet Tx DMA 描述符 */
//__attribute__((at(0x30040060))) ETH_DMADescTypeDefDMATxDscrTab;
ETH_DMADescTypeDefDMATxDscrTab __attribute__((section(".ARM.__at_0x30040060")));
/* Ethernet 接收缓冲 */
//__attribute__((at(0x30040200))) uint8_t Rx_Buff;
uint8_t Rx_Buff __attribute__((section(".ARM.__at_0x30040200")));
由于0x3004000 与 0x08100000，地址相差很大，估计在bin文件中产生了大量的空白，导致BIN文件非常的大。
现在疑问是
1、为什么全局变量清0，会在HEX中占据空间？
2、如何让编译器不生成相关代码，不然BIN太大了，根本不可能放到TF卡一类的存储介质上实现bootloader的功能。
为了重现这个问题，我写了一个简单的测试程序。
#include <stdio.h>
unsigned int gTable __attribute__((section(".ARM.__at_0x30040000")));
int main(void)
{
while(1)
{
}
}
使用的AC6编译器，得到的HEX就有如下一段
:020000043004C6
:1000000000000000000000000000000000000000F0
:1000100000000000000000000000000000000000E0
:1000200000000000000000000000000000000000D0
:1000300000000000000000000000000000000000C0
:1000400000000000000000000000000000000000B0
:1000500000000000000000000000000000000000A0
:100060000000000000000000000000000000000090
:100070000000000000000000000000000000000080
map文件可以看到，这个数组是分布在的RW区。
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
为啥编译器会在HEX中生成这个变量的代码呢？
这个是老问题了，是你的程序里面存储空间跨度太大了。应该在hex阶段就分割出来转换bin eric2013 发表于 2024-1-23 08:10
这个是老问题了，是你的程序里面存储空间跨度太大了。应该在hex阶段就分割出来转换bin
但是，我发现，如果使用AC5的方式，如下定义，就不会在Hex里出现0x30040000这个地址
#include <stdio.h>
// AC6
// unsigned int gTable __attribute__((section(".ARM.__at_0x30040000")));
// AC5
__attribute__((at(0x30040000))) unsigned int gTable;
int main(void)
{
while(1)
{
}
}
HEX里面存储的应该是代码，这个RAM中的变量不应该出现在HEX中才对啊。 ifree 发表于 2024-1-23 08:22
但是，我发现，如果使用AC5的方式，如下定义，就不会在Hex里出现0x30040000这个地址
MDK5 AC6下载提示No Algorithm found for: 30040000H - 300400BFH解决办法
https://www.armbbs.cn/forum.php?mod=viewthread&tid=103585&fromuid=58
(出处: 硬汉嵌入式论坛)
谢谢硬汉哥，确实在变量定义中加入了.bss后，就解决这个问题了。
这说明 __attribute__((section(".ARM.__at_0x30040000"))) 编译器会认为是在代码区。
__attribute__((section(".bss.ARM.__at_0x30040000"))) 才会被当作变量对待。
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