亓一一 发表于 2020-10-23 11:00:46

AMESIM三位四通电磁阀怎末设置换向?

AMESIM三位四通电磁阀怎末设置换向?
输入正弦波信data:image/png;base64,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号后,换向的时候仿真曲线在零上

0472 发表于 2020-10-23 18:40:42

电流输入负的就换向了,你挨个看看每一个控制元件的输出信号,找不到问题就截参数设置图片来问问

湫米奇 发表于 2021-5-14 01:23:44

你解决了吗,我也是
页: [1]
查看完整版本: AMESIM三位四通电磁阀怎末设置换向?