关于工艺库中的电流密度
时间:10-02
整理:3721RD
点击:
打开smic18_apollo_m6.tf文件,想查一下金属层的电流密度,
![](http://bbs.eetop.cn/data:image/png;base64,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)
结果为什么是10,一般不都是1.0mA/um的吗,怎么差这么多?
结果为什么是10,一般不都是1.0mA/um的吗,怎么差这么多?
看下设计规则,图片里描述的应该不是设计规则里面的吧
xue xi l