380091044 发表于 2025-12-10 15:31:45

射频天线阻抗匹配软件求推荐?

射频天线阻抗匹配软件求推荐?好用,易上手,初学这友好的。

网老四 发表于 2025-12-10 18:08:37

主要做什么频段的?

_奶咖君_ 发表于 2025-12-11 08:51:30

网老四 发表于 2025-12-10 18:08
主要做什么频段的?

频段不一样软件不一样么{:yiwen:}

380091044 发表于 2025-12-11 09:40:11

网老四 发表于 2025-12-10 18:08
主要做什么频段的?

315和433

380091044 发表于 2025-12-11 09:40:49

_奶咖君_ 发表于 2025-12-11 08:51
频段不一样软件不一样么

刚接触,我也不是很了解,

_奶咖君_ 发表于 2025-12-11 10:53:00

380091044 发表于 2025-12-11 09:40
刚接触,我也不是很了解,

{:xiaojiujie:}这个我也不太了解,,,看大佬这么问的,,就有这个疑问。从软件的角度来看,应该不会说不同频段会分开不同的软件把。。。愚见愚见

网老四 发表于 2025-12-11 11:13:18

匹配网络是发射芯片输出跟天线之间的电路.需要知道天线阻抗和发射芯片这一头的阻抗才能选择匹配类型和计算匹配网络的参数.
如果发射端阻抗和天线阻抗未知,只能靠矢量网络分析仪测量,或者根据经验估算.
315和433Mhz的无线遥控天线,容易受天线附件元件和机壳影响,即使理论上计算出天线阻抗,实际安装后也会变,所以一般是初步计算匹配网络,做好样板后细调参数.然后再量产.
使用电磁场分析软件可以精确仿真得出结果,但依赖于准确的建模.
阻抗匹配软件也有多种,你可以网上搜索下,下面这个RFsim使用比较简单.你可以都试试
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






380091044 发表于 2025-12-11 14:58:12

_奶咖君_ 发表于 2025-12-11 10:53
这个我也不太了解,,,看大佬这么问的,,就有这个疑问。从软件的角度来看,应该不会说不同频段会分开不 ...

315和433

网老四 发表于 2025-12-12 14:43:34

_奶咖君_ 发表于 2025-12-11 08:51
频段不一样软件不一样么
无线电领域,频段不同电路上有很大区别,相应的电路设计仿真软件也有较大差异.
对于百十Mhz以下短波和VHF波段,一般使用集总参数元件设计电路.设计软件可以不用考虑元件和走线尺寸的影响.
对于VHF频段以上场合就要考虑元件分布参数对集总参数元件的影响.使用普通的设计软件可能误差较大
对于GHz以上微波波段,对元件和走线尺寸形状有严格要求,电感电容不再以分立元件的形式出现,设计软件就要牵扯到微带线谐振腔等结构性设计仿真.

_奶咖君_ 发表于 2025-12-12 15:57:06

网老四 发表于 2025-12-12 14:43
无线电领域,频段不同电路上有很大区别,相应的电路设计仿真软件也有较大差异.
对于百十Mhz以下短波和VHF波 ...

感谢大佬科普{:4_196:}
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