flyiing21 发表于 2023-12-29 17:46

Virtul.lab中用RAYNOISE求解完声场云图后,如何得到一个场点的声压频谱曲线?

问题如题,请大家指导!

data:image/png;base64,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

页: [1]
查看完整版本: Virtul.lab中用RAYNOISE求解完声场云图后,如何得到一个场点的声压频谱曲线?