Maya模型和控制器分离
Maya模型和控制器分离,每次移动时间轴的帧数都会分离,只能掰动一下控制,模型才会回来控制器位置,不好观察(不是真的分离,像是跟不上控制器慢半拍,旋转控制器就正常)data:image/png;base64,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
就是刷新跟不上,可以尝试切换求解器Dg和Parallel这两个换一换看 MAYA软件懂的不是特别多,期待MAYA高手。
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