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直流变交流,正反转问题
[i=s] 本帖最后由 zhangxu198 于 2025-2-20 13:32 编辑 [/i] 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**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**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**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[/img]我这个是根据逆变器原理图转的一个图,为什么我Q18和Q21会导通不了?造成负载不工作,难道Q18和Q21一定要用PMOS吗?为什么逆变器里4个都是NMOS?
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单相逆变器电流环响应速度慢 sos 赏200家园币
单向逆变器采用双闭环PI控制。 调试时电流环一直跟不上电流给定值,幅值和相位都跟不上。个人认为是电流环带款不够 但是增大kp、ki或引入电压前馈,试图增大带宽,电流环就会出现震荡 感觉没法调试了,各位有什么经验可以分享吗
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