xrwu 发表于 2024-3-12 21:41:20

fluent 监测曲线

各位大佬们监测变量的时候,有没有遇到过曲线失真的情况?我这算的算的监测曲线变模糊了,甚至后面会看不见的那种,这种情况该怎么解决data:image/png;base64,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**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