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
>
天线交流版
>
初学天线,请教一下
发帖
回复
497
阅读
0
回复
[
互助
]
初学天线,请教一下
离线
qiuad
UID :97408
注册:
2012-07-25
登录:
2014-02-25
发帖:
125
等级:
仿真二级
0楼
发表于: 2014-01-21 03:56:11
正在学习Kraus的天线,请问一下图中红框里的关系式 Er=Ea*Ae/(r*lamda)是怎么来的?
[ACYd/
多谢。
te|VKYN%}[
e9 NHbq
[img]data:image/png;base64,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 ..
)6(mf2&
\||PW58j
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
发帖
回复