42 lines
33 KiB
Markdown
42 lines
33 KiB
Markdown
---
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title: 分析
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updated: 2022-01-08 13:54:36Z
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created: 2022-01-08 13:18:08Z
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---
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<p style="margin:0px;"><span style="font-family:'Tahoma';">工作于A05模式，</span><span style="font-family:'Times New Roman'; font-size:11pt;">A05 = Analog Control 时序图见</span><a href="nyf://entry?itemid=17&file=A05%E6%97%B6%E5%BA%8F%E5%9B%BE.png"><span style="font-family:'Tahoma'; text-decoration: underline; color:#0000ff;">A05时序图.png</span></a><span style="font-family:'Tahoma';"> </span></p>
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<p style="margin:0px;"><img 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" /></p>
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<p style="margin:0px;"><span style="font-family:'Tahoma';">简言之</span></p>
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<p style="margin:0px;"><span style="font-family:'Tahoma'; font-size:12pt; font-weight:600;">fix</span><span style="font-family:'Tahoma';">模式沿触发，实际宽度由pulse width决定</span></p>
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<p style="margin:0px;"><span style="font-family:'Tahoma'; font-size:12pt; font-weight:600;">variable</span><span style="font-family:'Tahoma';">模式脉冲宽度即为实际宽度</span></p>
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<p style="margin:0px;"><span style="font-family:'Tahoma'; font-size:12pt; font-weight:600;">analog</span><span style="font-family:'Tahoma';">模式的电平为输出信号的最大电平</span></p>
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<p style="-qt-paragraph-type:empty; margin:0px; font-family:'Tahoma';"><br /></p>
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<p style="margin:0px;"><span style="font-family:'Tahoma';">程序实现上</span><span style="font-family:'Tahoma'; font-size:16pt; font-weight:600; background-color:#ffff00;">sync out=~（fix</span><span style="font-family:'Tahoma'; font-size:16pt; font-weight:600; background-color:#ffff00; vertical-align:super;">+</span><span style="font-family:'Tahoma'; font-size:16pt; font-weight:600; background-color:#ffff00;"> || variable）</span><span style="font-family:'Tahoma';">，其中fix</span><span style="font-family:'Tahoma'; vertical-align:super;">+</span><span style="font-family:'Tahoma';">为根据fix实际触发生成的脉冲信号，由外部IC直接生成</span></p>
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<p style="margin:0px;"><span style="font-family:'Tahoma';">sync out信号同步为mpa、lpa供电开关的控制信号（低关断），电路中此开关为pmos </span><span style="font-family:'Tahoma'; color:#000000;">ZXM66P03N8</span></p>
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<p style="-qt-paragraph-type:empty; margin:0px; font-family:'Tahoma'; color:#000000;"><br /></p>
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<p style="margin:0px;"><span style="font-family:'Tahoma'; color:#000000; background-color:#ffff00;">HP</span><span style="font-family:'Tahoma'; color:#000000;">状态是硬件检测电路直接输出的，经buffer后同时对CPLD、对外输出</span><span style="font-family:'Tahoma'; font-size:16pt; font-weight:600; color:#000000; background-color:#ffff00;"> ？</span></p>
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<p style="margin:0px;"><span style="font-family:'Tahoma'; color:#000000; background-color:#ffff00;">LP</span><span style="font-family:'Tahoma'; color:#000000;">状态先由硬件检测电路输出给CPLD，再由其对外输出</span></p>
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<p style="margin:0px;"><span style="font-family:'Tahoma'; color:#000000;">两者默认异常时输出低电平 </span><span style="font-family:'Tahoma'; color:#000000;">告警的同时要关断输出</span></p>
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<p style="margin:0px;"><span style="font-family:'Tahoma'; color:#000000; background-color:#ffff00;">VSWR</span><span style="font-family:'Tahoma'; color:#000000;">状态</span><span style="font-family:'Tahoma'; color:#000000;">先由硬件检测电路输出给CPLD，再由其对外输出</span></p>
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<p style="margin:0px;"><span style="font-family:'Tahoma'; color:#000000;">默认异常为低电平 VSWR告警的同时要关断输出mpa+lpa的供电，LED显示黄色</span></p>
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<p style="margin:0px;"><span style="font-family:'Tahoma'; color:#000000; background-color:#ffff00;">Enable</span><span style="font-family:'Tahoma'; color:#000000;">上下沿触发，下降沿+低电平进入待机模式，LED显示绿色，关断mpa+lpa的供电，上升沿+高电平退出待机模式，LED显示绿色</span></p>
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<p style="margin:0px;"><span style="font-family:'Tahoma'; color:#000000;">也可理解为电平触发，低电平进入待机模式，反之正常模式</span></p>
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<p style="-qt-paragraph-type:empty; margin:0px; font-family:'Tahoma'; color:#000000;"><br /></p>
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<p style="margin:0px;"><span style=" color:#000000; background-color:#ffff00;">FPS</span><span style="font-family:'Tahoma'; color:#000000;">相关的start slope window参数仅对FPS或者PPK模式，对A05模式无效</span></p>
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<p style="-qt-paragraph-type:empty; margin:0px; font-family:'Tahoma'; color:#000000;"><br /></p>
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<p style="margin:0px;"><span style=" color:#000000; background-color:#ffff00;">Level Control</span><span style=" color:#000000;">对晶振输出的信号进行调整，继而调整输出的信号功率</span></p>
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<p style="margin:0px;"><span style=" font-weight:600; color:#000000; background-color:#ffff00;">建议晶振输出加低通滤波</span></p>
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<p style="-qt-paragraph-type:empty; margin:0px; color:#000000;"><br /></p>
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<p style="-qt-paragraph-type:empty; margin:0px; color:#000000;"><br /></p>
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