langjs 发表于 2025-11-9 20:55:37

画椎椎、柱柱相贯线和展开图

本来想编一个通用的画相贯线的程序,结果编着编着弄了一个这个东西出来,我自己用不到,估计做钣金的朋友能用到。

画椎椎、柱柱相贯线和展开图的小东东

ynhh 发表于 2025-11-9 21:14:07

本帖最后由 ynhh 于 2025-11-9 21:15 编辑

谢谢L大师的经典程序
什么时候也搞个类似燕秀的
尺寸驱动
就好了

429014673 发表于 2025-11-9 21:18:46

这种图多是画立体,用立体来展开

水洗可口可乐 发表于 2025-11-10 09:05:19

这种参数图形跟动态块,哪个更灵活一点?

小鸟 发表于 2025-11-10 20:30:25

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感谢 分享,这里样条曲线能不能用圆弧画?

xyp1964 发表于 2025-11-10 23:51:12

像素表改用sld幻灯片,代码能简化很多

sky-x-x 发表于 2025-11-11 08:00:32

L神出品,必属精品。

小鸟 发表于 2025-11-11 15:03:28

怎么把画好的图形 变成DCL显示的数据,

lailaifa 发表于 2025-11-12 08:27:18

这个DCL扫描怎么做的

阳阳阳 发表于 2025-11-12 08:44:41

精品,谢谢!!!!
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查看完整版本: 画椎椎、柱柱相贯线和展开图