38 lines
115 KiB
Markdown
38 lines
115 KiB
Markdown
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title: 2572降谐波
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updated: 2022-01-08 13:17:43Z
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created: 2022-01-08 13:17:43Z
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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;">采用分段滤波</p>
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<p style="margin:0px;">拟</p>
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<p style="margin:0px;">独立B输出</p>
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<p style="margin:0px;">200-370(@400,1/38dB)</p>
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<p style="margin:0px;">370-700(@760,1.6/30dB)</p>
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<p style="margin:0px;">700-1300(@1400,1/40dB)</p>
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<p style="margin:0px;">1300-2500(@2600)</p>
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<p style="margin:0px;">2500-4000(@5000,拟采用WGLL-03600,1.6/40dB,LFCN-3600指标差点)</p>
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<p style="margin:0px;">4000-6400(@8000,拟采用LFCN-5850+,1.4/35dB)(独立A输出)</p>
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<p style="-qt-paragraph-type:empty; margin:0px;"><br /></p>
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<p style="margin:0px;"><img src="data:image/png;base64,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<p style="-qt-paragraph-type:empty; margin:0px;"><br /></p>
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<p style="margin:0px;">700MHz低通</p>
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<p style="margin:0px;"><img src="data:image/png;base64,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