45 lines
84 KiB
Markdown
45 lines
84 KiB
Markdown
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title: P
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updated: 2022-08-08 08:55:52Z
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created: 2022-01-08 13:18:01Z
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---
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<p style="margin:0px;"><span style=" font-size:16pt; font-weight:600; background-color:#ffff00;">FDN340P √</span></p>
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<p style="margin:0px;"><span style=" font-size:14pt; font-weight:600; font-style:italic;">Single P-Channel, Logic Level, PowerTrench </span><span style="font-family:'N105'; font-size:14pt; font-weight:600; font-style:italic;">MOSFET</span></p>
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<p style="margin:0px;"><span style="font-family:'N105'; font-size:14pt; font-weight:600; font-style:italic;">开启电压2.5V</span></p>
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<p style="margin:0px;"><img src="data:image/png;base64,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<p style="margin:0px;"><span style=" font-size:16pt; font-weight:600; background-color:#ffff00;">FDN304P </span></p>
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<p style="margin:0px;"><span style="font-family:'N105'; font-size:14pt; font-weight:600; font-style:italic;">P-Channel 1.8V Specified PowerTrench MOSFET</span></p>
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<p style="margin:0px;"><span style="font-family:'N105'; font-size:14pt; font-weight:600; font-style:italic;">开启电压1.8V</span></p>
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<p style="margin:0px;"><img src="data:image/png;base64,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<p style="margin:0px;"><img src="data:image/png;base64,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<p style="margin:0px;">P-MOS基本用法，<span style=" font-weight:600; background-color:#ffff00;">S接电压高端，D接负载，G接控制端，高断低通</span>，参考<a href="nyf://entry?itemid=27&file=USRP-X3X0-PWR.png"><span style=" text-decoration: underline; color:#0000ff;">USRP-X3X0-PWR.png</span></a> </p>
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<p style="-qt-paragraph-type:empty; margin:0px;"><br /></p>
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<p style="margin:0px;"><span style=" font-size:16pt; font-weight:600; background-color:#ffff00;">SI2305/SI2301</span></p>
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<p style="margin:0px;">解释：</p>
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<p style="margin:0px;">IN为5v，Von=-1.8V~-2.5V</p>
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<p style="margin:0px;">偏置电阻分压比例k=2/（2+4.7）=1/2.35</p>
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<p style="margin:0px;">CTL为0v，此时Vgs=-（5-0）*k=-1.5V，虽不一定能够完全开启，但足够需求（负载=100mA时Vd=5V）</p>
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<p style="margin:0px;">CTL为3.3v，此时Vgs=-（5-3.3）*k=-0.5V，虽不一定能够完全关断，但足够需求（负载=100mA时Vd=0V）</p>
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<p style="margin:0px;"><img src="Pmos应用电路.png" /></p>
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<p style="-qt-paragraph-type:empty; margin:0px;"><br /></p>
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<p style="margin:0px;">N管替换P管电路（N管导通阻抗更低，P+接负载）：</p>
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<p style="margin:0px;"><img src="data:image/png;base64,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