永无止步 发表于 2024-11-9 15:50:46

求一本书《面向X的设计》

很多年前看过一点,那时没当回事,现在想再仔细学习,发现网上找不到这本书了,图书网站也搜不到这本书。大家帮忙一起找下,感谢

qq252011149 发表于 2024-11-9 16:05:56

《现代设计法》是2004年11月1日由重庆大学出版社出版的图书,作者是廖林清、郑光泽、刘玉霞等。该书介绍了设计方法学、创造性思维与方法、价值分析、优化设计、可靠性设计、面向“X”的设计DFX等现代设计方法、对稳健设计、反求工程、工程遗传算法等内容。

莫念L 发表于 2024-11-9 16:42:53

这个吗

喂我袋盐 发表于 2024-11-9 17:02:32

@564156415gdr 大佬出手~

永无止步 发表于 2024-11-11 08:10:50

莫念L 发表于 2024-11-9 16:42
这个吗

你这个是PPT?我记得是一本书

永无止步 发表于 2024-11-11 08:17:32

qq252011149 发表于 2024-11-9 16:05
《现代设计法》是2004年11月1日由重庆大学出版社出版的图书,作者是廖林清、郑光泽、刘玉霞等。该书介绍了 ...

看这个书的第七章目录内容有点像我找的,我先找这本书看下,感谢!

wtangzz147 发表于 2024-11-11 09:37:00

是不是记错名字了,我记得有一本叫面向制造的设计,还有面向装配的设计

永无止步 发表于 2024-11-11 15:38:23

wtangzz147 发表于 2024-11-11 09:37
是不是记错名字了,我记得有一本叫面向制造的设计,还有面向装配的设计

应该没有记错,面向X包含制造,装配,采购,可靠性等等,data:image/png;base64,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
页: [1]
查看完整版本: 求一本书《面向X的设计》