obsidian-notes/干扰器方案分析/改进/框图/defnote.html
CSSC-WORK\murmur 3e6078442b init version
2024-04-15 11:19:57 +08:00

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---
title: defnote
updated: 2022-01-08 13:54:51Z
created: 2022-01-08 13:18:00Z
---
<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
<html xmlns="http://www.w3.org/1999/xhtml"><head></head><body style="word-wrap: break-word; -webkit-nbsp-mode: space; -webkit-line-break: after-white-space;">
<div><br /><strong><span style="font-size: 18pt">电源和通信</span></strong>
</div>
<div>接头采用9芯J30J带线2正2地4通信1使能
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<div>输入电压上限预计最低30V因为主要为覆盖常规射频功放的供电电压28V根据最终选用DCDC可达60V
</div>
<div>输入防反接措施暂定为采用<del>整流桥</del><span style="text-decoration: line-through; color: rgb(68, 68, 68); font-family: 'Microsoft YaHei', 微软雅黑, Arail; font-size: 12px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: nowrap; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: rgb(255, 255, 255); float: none; display: inline !important;">YBS3010</span><del>,简单可靠,</del><span style="font-size: 10pt"></span><span style="font-size: 10pt">整流桥不能解决共地的问题)</span>
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<div><span style="font-size: 10pt">直接采用串联二极管</span>
</div>
<div>考虑到供电由ACDC供电的情况输入需要加大滤波力度暂定为共模滤波器+电容+磁珠+电容的滤波方式
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<div>模块使能直接对接DCDC的使能放弃Pmos开关管
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<div>DCDC输出并联二极管钳位避免DCDC失、高压透传后损毁后级
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<div>输入自恢复保险丝位于整流桥前60V/0.5A1812封装
</div>
<div>
</div>
<div>控制线作TVS防护可加buffer
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<div><br />
</div>
<div><br />
</div>
<div><br />
</div>
<div><span style="font-size: 18pt"><strong>外设</strong></span>
</div>
<div>
<div>接头采用18芯J30J不带线用小板通过FPC连接至主板减小焊接工作量和错误量
</div>
<div><img 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" alt="" title="V1版外设接口分配" />
</div>核心作用是接管功放的各种控制和状态回读,简化干扰系统的设计,主要功能是:
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<div>1对外提供3种电源且带电流检测12V用于散热风扇5/3.3V用于扩展外设,如联网模块/传感器供电等
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<div>2对外控制如PTT、PWM
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<div>3接收外部输入如PA各种状态回读FAN使能
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<div>4ADC输入如电压、电流、温度、湿度传感器的采集
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<div><span style="font-size: 18pt"><strong>指示灯</strong></span>
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<div>指示灯位于接口侧,
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<div>每种功能均有对应的状态指示V1版如上↑↑↑加上电源指示仅需15个LED<span style="text-decoration: line-through;">每行5个共3行如下</span>
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<div><span style="text-decoration: line-through;"><span style="font-family: Consolas">PWR &nbsp; &nbsp; &nbsp; &nbsp; /PTT&nbsp; &nbsp; &nbsp; &nbsp; /FAN</span></span>
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<div><span style="text-decoration: line-through;"><span style="font-family: Consolas">IN1 &nbsp; &nbsp; &nbsp; &nbsp; /IN2&nbsp; &nbsp; &nbsp; &nbsp; /IN3</span></span>
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<div><span style="font-family: Consolas; text-decoration: line-through;">OUT1&nbsp; &nbsp; &nbsp; &nbsp; /OUT2 &nbsp; &nbsp; &nbsp; /OUT3</span>
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<div><span style="font-size: 13.333333015441895px;">总2行每行8个不然不便于刻字进行标识</span>
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<div><span style="font-size: 13.333333015441895px; font-family: Consolas; font-weight: bold;">PWR +12V +5V +3.3 PTT &nbsp;OUT1 OUT2 OUT3</span>
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<div><span style="font-size: 13.333333015441895px; font-family: Consolas; font-weight: bold;">IN1 IN2 &nbsp;IN3 FAN &nbsp;ADC1 ADC2 ADC3 ADC4</span>
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<div><span style="font-size: 10pt">直驱的话共需要2*15=30个IO口显然不合理故需采用<a href="nyf://entry?dbfile=&itemid=83&itemtext=IO%E6%89%A9%E5%B1%95">外扩方式</a></span>
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<div><span style="font-size: 10pt">本实例采用常用的TM1650AiP650数码管驱动器</span><span style="font-size: 9pt;">便宜动态驱动可达4*8个LED16个双色LED</span>
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<div><span style="font-size: small; white-space: nowrap; orphans: 2; widows: 2;">或CH455G两者引脚不兼容<span style="font-weight: bold;">455手册详细</span></span>
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<div style="orphans: 2; widows: 2;"><span style="font-size: small; white-space: nowrap;">使用时可4个一组对应数码管的8个段码共4组</span>
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<div><span style="font-family: Consolas; font-size: 10pt"></span>
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<div><span style="font-size: small;">采用<span style="font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: nowrap; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; float: none; display: inline !important;">Φ3mm</span></span>绿双色LED直插式SMD需要考虑串光、铝壳开孔等问题
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<div>绿色代表正常/开启,黄色代表告警,红色代表错误,灭代表未开启
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<div>LED由MCU控制点亮而不是由外设接口直接点亮因为接口电平与逻辑状态的对应关系需按实际需求指定
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<div>LED小板共4根线通过FPC或压接互连
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<div><span style="font-size: 18pt"><strong>通道合路及后续处理</strong></span>
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<div>拟同样采用合路方式最多四路VCO输出后衰减20dB后采用电阻合路带宽不宽对平坦度影响不大损耗可通过后级放大器补偿
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<div>合路后拟采用两级MPA放大以达到接近P1dB点
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<div>两MPA间接可调衰减器
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<div>最后接滤波器滤除谐波
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