23 lines
53 KiB
Markdown
23 lines
53 KiB
Markdown
---
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title: G35DDC
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updated: 2022-01-08 13:18:07Z
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created: 2022-01-08 13:18:07Z
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---
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<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0//EN" "http://www.w3.org/TR/REC-html40/strict.dtd">
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<html>
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<head>
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<meta name="qrichtext" content="1" />
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<meta http-equiv="Content-Type" content="text/html; charset=UTF-8" />
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<style type="text/css">
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p, li { white-space: pre-wrap; }
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</style>
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</head>
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<body style="font-family:'Tahoma'; font-size:10pt; font-weight:400; font-style:normal;">
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<p style="margin:0px;"><span style=" font-size:16pt; font-weight:600; background-color:#ffff00;">G35DDC 短波直采接收机</span></p>
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<p style="margin:0px;"><img 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" /></p>
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<p style="margin:0px;"><a href="nyf://entry?itemid=4&itemtext=%E9%A2%84%E9%80%89%E6%BB%A4%E6%B3%A2%E5%99%A8"><span style=" text-decoration: underline; color:#0000ff;">预选滤波器</span></a>由4组高通和4组低通滤波器组成,高低通合理搭配组成带通滤波器</p>
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<p style="margin:0px;"><a href="nyf://entry?itemid=29&itemtext=%E8%A1%B0%E5%87%8F%E5%99%A8"><span style=" text-decoration: underline; color:#0000ff;">衰减器</span></a>组由固定衰减器3,6,9dB3组而成,合理组合可产生0,3,6,9,12,15,18,21dB的衰减</p>
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<p style="margin:0px;">预选滤波器和衰减器组由<a href="nyf://entry?itemid=27&itemtext=%E7%BB%A7%E7%94%B5%E5%99%A8"><span style=" text-decoration: underline; color:#0000ff;">继电器</span></a>切换</p>
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