内绕无刷如何拉漆包线张力
各位兄弟，我认为拉张力应该按照A向拉。data:image/png;base64,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**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**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**7KXdZ7LQi1qS345vGYIu1KPKv4mp2Zwiw8madmi0ftxBryyWaMqctmE5QaKbkGf4D/K6areQkgVOfdj1P2j/Ecivhce9bc3Of1THd1VYIt+qr6cwdp5CotNuvayxOOaS/gsbQfbt6jX48zdpzLaU8BGXe4IdoOqe7Z1reasOf7d9O/lurk/NqQepPzNDT/KublJD1Pk99lF/FN3ao7NGyunf6rTYz9Vui/YoC961tyNXPrJVBZrVPfG2nH2INM3Uvds1OWOZDeoimzXfDkXFlKGoSnZsf4gp532s5xCqd+M5obiCvWZo1P2PuT0T3Xop4oaDnLd/eqbsG/NGX3IrjVC+5uv1xr0UZc7ge2gupWpIPpO0oLfD7Ku4PIfXKD7d/nDcdHEv29r+qc6ej/b83iqW7SiTPFPIKPdKKMvtN2DP74LYdXRwxTuaaB2S8eZyHLFzs8L/79Xoy53gjGCqgt7sVcmoXAZ+1QsX+ojLf1+pq6vqeZqT3to3sXJmv6pzpb9VF2AWzNc0xex1W3F9Rfz1XpUZszjmrfgd3lyfRtdufNdbN19v4XQ8ut7B0rq8TgDIvQXVHXYO8q59nGpT5NrXg+dOD5LWsGc8t6573Vc/y5qT/vjQuWa2pgt+6l+kHrDxW3B7y/2VS5vRBnliUz6ot4vO12f7m+B941EXwyuaRGJ0dtxpi2F/F6Pu1GXO8G+g+rcs8/9E0zMSftOlodPSemflRI+nuRy0G7f2hvKaKKzz+2fa25UCfVTRTq/JUOPkfzl9d/evL6v5xpFvzZVl03uRlf3vhFv+LiV6xavpfG/MU+XYVqNh1lYMOpyJ9hHUA0F0lDh6N9VmnJHqLtJyeeC7qP699ixAFNrtO7Vd7kmfkt9iFCe659agr7y7jlIlaab+qce5PFFzsHtm5Sp7Zi6SN2K373hUcKtOH5YFUnrWtWD0HCFlNXrvZVwaOv9XDjqckeyFVRDzfZLV+v+cCWpG/Qu8Pm6m8AHud6BjjJfU+mHj5RaMtekQxP/OPyO9KWf5f1r4c/rlR4a5lHmL3Tv5RwuXe1qamD9QWx259E1hXPNzE9y2dfR1a72HFhdNy1fykgwWPZWrociG8Goyx3BVlCNbTpZuyH9oZ7054ZqQkNXO3N3vq4ZloqdcxwHudwHP0t+V43QECdvpO9Bo0vURIduWozpA+geW+rPi39xvbQdP0idmhJ/0PCcGnU/sMfW9OqWJxdYf8/4/tpu5Xq/iQnW7pzht6i5Vrfea7zoRoSN2Qqq7tGpIa4pfG2QCw31FPPkq1CA/S7hQo7hJDDH1eSHupF8l7RaKTeE2VSXFDdodG8d8kt0a5jqPpTiRsKBzm3H1tM3ObcKpdby+Rc1XxN//4NcrzsrAUevH+2zLK9Xd3z5wwKO8MABug/BiC2K0+npIMeLV6nPfVafm/vZU6/DxHtud7A+/fc8L6y/uxXfkzLdzqxrqy9/H9jzpLdly304d7tP7ZdL03OBz7C0z+bO+13B9eB/1tLrYeV3+dNRpssvi9NIxxkT04rJVo2qyLlWNaaWM4Zb1NBoADncoNeaq0Hp9QrU9Z+ZqkXY8wDzsMM1qU+1rEzJHTHh7et3vcj6GjI371s9lje3TLuVcxeUqZvIUrixOmOeK+9q/EtMIv21HNTS+jgDVto8LRef9NViyat2N8XWGmx9BZpSoxqznqbWq66xLr1+LdZW6v3M4jyW2Ge2bhWIqf3Zep2VXJacV24Z589Pze0catEq+dp6u+ZMHGdMTFGTvRrVNVx/vW9yfnpHrQGSv0hcrckeHrvo7t6NWU9+nzy/NsTvjzY3JlzPqFWuY6n2J6bmzgq/1rXklFPG3cq5z2btO9f9O5pLbi/XZxTr9XScoSt9BVX35I5WT+9wAW/uAE59jGppNcKTK9CmlvvPCt8JfJDrfW5pKCmE3cnlBX3LO9f9x3j6U2oztIjIbwXnCyccZzBo82rdbqap7gBbNunUbtrTzVelbmbw1+XWTWIx63bream1TbfuuhKaLM/bHiZ3bG09H6NPHGdMTFFTXzWqW/NrCvzm79IDuadyQ3vVaNp7kvPV91cp+4x5iwOi+/6SPgdm/knO+4zFWhS3X1ictz1w5RS2xXEGRLmRU2IFAAAATKFGFQAAACYRVAEAAGASQRUAAAAmEVQBAABgEkEVAAAAJhFUAQAAYBJBFQAAACYRVAEAAGASQRUAAAAmEVQBAABgInyHUgAAAEFJREFUEkEVAAAAJhFUAQAAYBJBFQAAACYRVAEAAGASQRUAAAAmEVQBAABgEkEVAAAAJhFUAQAAYBJBFQAAACb9HywslYtT571CAAAAAElFTkSuQmCC
还是沿着线嘴平行方向？
data:image/png;base64,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
A向张紧力比较好，圆周方向固持，供参考。 fullingmotor 发表于 2023-8-17 13:45
A向张紧力比较好，圆周方向固持，供参考。
谢谢您的回答 {:1_557:}
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