清华讲义《射频电路测试原理》全集
rt前半部分是射频测试原理,后半部分为常用分析仪的原理及使用方法介绍,吃得透,益处无穷~~~
预览:
http:///data:image/png;base64,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
其余热推:
【有奖活动】Intersil强大的仿真软件iSim来袭,献给不断追求挑战的你!
【DC/DC】DC/DC拓扑详解
【开关电源】开关电源的环路设计扫盲
【纹波测量】DCDC输出电压纹波的测量——你会吗?
【拆解】12V_175A大功率全桥移相拆解
【磁芯手册】TDK磁芯手册
【反激变换器】反激变换器的设计步骤,很全面的资料
【无线供电】无线供电集成电路VOX06MP01
【有源滤波器】有源滤波器精确设计手册--堪称滤波器设计的百科全书
【电路】按键_硬件_去抖_电路
【二极管】二极管应用电路详解
【模拟电子】学好模拟电子技术必看
【面试集锦】电子类面试笔试题精选
相关阅读:
射频与数模高速PCB设计
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射频与数模混合类高速PCB设计
RE:清华讲义《射频电路测试原理》全集
清华的?????????????????得看看RE:清华讲义《射频电路测试原理》全集
学习学习,下来看看RE:清华讲义《射频电路测试原理》全集
seeeeeeee回复:清华讲义《射频电路测试原理》全集
是不是很深奥?看看再说吧
RE:清华讲义《射频电路测试原理》全集
竟然要这么多积分大哥,你太黑了:'(