登 录
註 冊
论坛
微波仿真网
注册
登录论坛可查看更多信息
微波仿真论坛
>
CST 专区
>
CST
>
CST导入电路模型后仿真报错函数未定义
发帖
回复
683
阅读
2
回复
[建模]
CST导入电路模型后仿真报错函数未定义
离线
周进
UID :143029
注册:
2021-12-01
登录:
2024-09-03
发帖:
3
等级:
旁观者
0楼
发表于: 2024-02-26 08:49:18
[img]data:image/png;base64,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 ..
s (zL
my}-s
未注册仅能浏览
部分内容
,查看
全部内容及附件
请先
登录
或
注册
共
条评分
离线
周进
UID :143029
注册:
2021-12-01
登录:
2024-09-03
发帖:
3
等级:
旁观者
1楼
发表于: 2024-02-28 14:20:09
SPICE电路语句不太懂,在哪儿可以下载igbt的可用spice电路呢
共
条评分
离线
feelings911
UID :147184
注册:
2023-09-04
登录:
2024-08-16
发帖:
24
等级:
仿真新人
2楼
发表于: 2024-08-13 19:41:05
请问你解决了吗 qq373941950 可以交流一下吗
共
条评分
发帖
回复