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HFSS仿真SIW的问题
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HFSS仿真SIW的问题
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UID :122742
注册:
2016-12-11
登录:
2019-10-16
发帖:
33
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仿真新人
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发表于: 2017-06-19 19:18:52
此悬赏帖已过期
最佳答案:1 rf币
,热心助人剩余点数: 1 rf币。
我在驱动模式仿真SIW矩形腔体的时候发现在某些频率下能量全部分布在圆柱孔上是怎么回事,不是应该在腔体内部吗?已经确保上下表面设成理想电壁,所有圆柱孔设成pec,孔的大小和间距也符合要求。就像下图一样[img]data:image/png;base64,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