请问如何flatten网表
时间:10-02
整理:3721RD
点击:
各位好,我现在遇到一个问题需要向大家求教。
![](http://bbs.eetop.cn/data:image/png;base64,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)
如上图所示,有个叫a.spi的网表,通过两个库文件lib1.spi和lib2.spi映射到具体的器件。
现在想要摆脱库文件,即把a.spi转到transistor级,如下图所示:
![](http://bbs.eetop.cn/data:image/png;base64,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)
请问各位是否知道可以通过什么操作/命令/工具完成?谢谢!
如上图所示,有个叫a.spi的网表,通过两个库文件lib1.spi和lib2.spi映射到具体的器件。
现在想要摆脱库文件,即把a.spi转到transistor级,如下图所示:
请问各位是否知道可以通过什么操作/命令/工具完成?谢谢!
需要在si.env或者.simrc文件里面设置
simNetlistHier=nil
这样出来的网表一定是flatten的了,只有一个subckt.
想法很新颖,不知道相关eda工具支持否。
你好,非常感谢你的回复。
请问你说的是什么工具?lib1.spi和lib2.spi都是文本文件,没有导到Cadence中。
我说的是从Cadence Analog Artist里面产生网表的时候的设置。
如果是文本文件,想拼接成flatten的网表的话,最直接的办法就是写一个文本处理程序。稍微不直接的办法是把文本网表先导入到Cadence中,再导出来就可以。