WULIN321 发表于 2023-12-23 11:13:05

FZ/T01174-2023织物掉毛程度的测定,摩擦法?求分享?

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

18122167739 发表于 2024-1-7 08:30:37

谢谢分享我觉得应该是两面都要评
页: [1]
查看完整版本: FZ/T01174-2023织物掉毛程度的测定,摩擦法?求分享?