关于gcc和armcc的特性问题,__attribute__((zero_init))
请问各位,armcc编译器有个特性是__attribute__((zero_init))
http://www.keil.com/support/man/docs/armcc/armcc_chr1359124984244.htm
该特性应该是reset时候不会将对应的变量做0初始化,以保留变量的值。gcc里面是否有对应的特性,现在有个工程需要从armcc移植到gcc,有没有什么简单直接的办法。
没做过,帮顶 这个太深奥了,只能帮楼主加人气。 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
根据楼主的连接中描述,该指令只是指定了某个未初始化变量的编译位置,我个人理解是,若没有特别需要可以随编译器自主编译,直接去掉。
衔胆栖冰 发表于 2017-5-9 14:20
根据楼主的连接中描述,该指令只是指定了某个未初始化变量的编译位置,我个人理解是,若没有特别需要可以 ...
比如有看门狗复位的时候,需要一些变量不会重置为0,就用这个特性实现 liuyangzys 发表于 2017-7-10 14:18
比如有看门狗复位的时候,需要一些变量不会重置为0,就用这个特性实现
很好
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