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[其它]
电压激励
离线
mmyyyyy
UID :149747
注册:
2024-09-13
登录:
2024-10-30
发帖:
6
等级:
旁观者
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发表于: 2024-09-19 19:24:21
请问频域求解器不支持离散端口中的电压激励怎么解决啊,换成时域求解器后transient analysis很慢[img]data:image/png;base64,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 ..
{%_j~
B/=q_.1F>
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amor00
UID :148090
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2024-01-15
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仿真新人
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发表于: 2024-10-13 15:40:31
换成时域求解器后网格数多少
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