obsidian-notes/射频/时钟参考/defnote.qrich.html
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---
title: defnote.qrich
updated: 2022-01-08 13:17:42Z
created: 2022-01-08 13:17:42Z
---
<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0//EN" "http://www.w3.org/TR/REC-html40/strict.dtd">
<html>
<head>
<meta name="qrichtext" content="1" />
<meta http-equiv="Content-Type" content="text/html; charset=UTF-8" />
<style type="text/css">
p, li { white-space: pre-wrap; }
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<body style="font-family:'Tahoma'; font-size:10pt; font-weight:400; font-style:normal;">
<p style="margin:0px;">常用<span style=" font-size:16pt; font-weight:600; background-color:#ffff00;">10MHz100MHz</span></p>
<p style="margin:0px;">100MHz拆机件少需要定制相噪好</p>
<p style="margin:0px;">10MHz通信设备上用的比较多拆机件便宜100MHz等效相噪差通过<a href="nyf://entry?itemid=10&amp;itemtext=HMC1031"><span style=" text-decoration: underline; color:#0000ff;">HMC1031</span></a>+<a href="nyf://entry?itemid=11&amp;itemtext=CVHD-950"><span style=" text-decoration: underline; color:#0000ff;">CVHD-950</span></a>锁相能获得较好的相噪,见<a href="nyf://entry?itemid=10&amp;file=%E9%94%81%E7%9B%B8%E5%90%8E%E7%9A%84%E7%9B%B8%E5%99%AA.png"><span style=" text-decoration: underline; color:#0000ff;">锁相后的相噪.png</span></a> </p>
<p style="margin:0px;">对于普通PLL835已推测<span style=" font-size:16pt; font-weight:600; background-color:#ffff00;">-145dBc/Hz@10kHz</span>的相噪水平即已够用</p>
<p style="margin:0px;">2021.06</p>
<p style="margin:0px;">HMC835明确说明如下转换为100MHz即为-142~-147@10k</p>
<p style="margin:0px;"><img 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" 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src="data:image/png;base64,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" /></p>
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<p style="margin:0px;"><span style=" font-size:12pt; font-weight:600;">初步想法是</span></p>
<p style="margin:0px;">10MHz做参考可输入输出</p>
<p style="margin:0px;"> 同一IO口实现时内部采用功分结构作为输出是功分直接输出作为输入时关断内部晶振供电参考<a href="nyf://entry?itemid=12&amp;file=SynthHD%E8%AE%BE%E8%AE%A1.png"><span style=" text-decoration: underline; color:#0000ff;">SynthHD设计.png</span></a> </p>
<p style="margin:0px;"> 不同IO口则需要开关配合输出可加buffer改善波形</p>
<p style="margin:0px;">通过<a href="nyf://entry?itemid=10&amp;itemtext=HMC1031"><span style=" text-decoration: underline; color:#0000ff;">HMC1031</span></a>+<a href="nyf://entry?itemid=11&amp;itemtext=CVHD-950"><span style=" text-decoration: underline; color:#0000ff;">CVHD-950</span></a>锁相得到100<span style=" text-decoration: line-through;">/102.4MHz</span>此时100<span style=" text-decoration: line-through;">/102.4</span>相噪特性较好,对外参考的指标特性需求不高,但短处也在于此,<span style=" font-size:16pt; font-weight:600; background-color:#ffff00;">不能</span>通过外参考改善前端的整体相噪水平</p>
<p style="margin:0px;"><span style=" font-size:16pt; font-weight:600; background-color:#ffff00;"> 102.4MHz</span></p>
<p style="margin:0px;">以上原理通过微调10MHz参考的方式不能获得102.4MHz的输出(<a href="nyf://entry?bmid=300&amp;bmname=cannot get 102.4 using 10MHz ref with CVHD-950"><span style=" text-decoration: underline; color:#0000ff;">原因</span></a>如果直接采用HMC832/5锁相的方法产生102.4MHz的信号,</p>
<p style="margin:0px;">实测相噪特性为<span style=" font-size:16pt; font-weight:600; background-color:#ffff00;">-135dBc/Hz@1kHz-135dBc/Hz@10kHz</span> <a href="nyf://entry?itemid=16&amp;file=FSWP_HMC535_102.4MHz_2018-07-04_15-48-02.JPEG"><span style=" text-decoration: underline; color:#0000ff;">FSWP_HMC535_102.4MHz_2018-07-04_15-48-02.JPEG</span></a> </p>
<p style="margin:0px;">与datasheet值<a href="nyf://entry?itemid=16&amp;file=HMC835%E4%BD%8E%E9%A2%91%E8%BE%93%E5%87%BA%E6%8C%87%E6%A0%87%E5%8F%82%E8%80%83%E5%80%BC.png"><span style=" text-decoration: underline; color:#0000ff;">HMC835低频输出指标参考值.png</span></a>  <a href="nyf://entry?itemid=16&amp;file=HMC832%E4%BD%8E%E9%A2%91%E8%BE%93%E5%87%BA%E6%8C%87%E6%A0%87%E5%8F%82%E8%80%83%E5%80%BC.png"><span style=" text-decoration: underline; color:#0000ff;">HMC832低频输出指标参考值.png</span></a> 差距较大可能是工作模式Int/Frac和环路参数的优化对象不同所致<span style=" background-color:#ffff00;">建议采用datasheet采用的环路滤波参数重测</span></p>
<p style="margin:0px;">4GHz输出的相噪与datasheet的参考值差距不大<a href="nyf://entry?itemid=16&amp;file=FSWP_hmc835_4GHz_2018-07-03_14-59-14.JPEG"><span style=" text-decoration: underline; color:#0000ff;">FSWP_hmc835_4GHz_2018-07-03_14-59-14.JPEG</span></a> </p>
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