绘制折弯板截面图
本帖最后由 sunny_8848 于 2023-2-23 15:26 编辑要求见图，请大家帮忙。其中折弯半径默认为板厚，也在命令行输入
修改了一下，增加厚度输入
自己顶一下 本帖最后由 qazxswk 于 2023-2-24 02:21 编辑
插入点是什么意思？先确定8个点的坐标，然后用画线命令，就完成了。
(defun c:11(/ p1 p2 p3 p4 p5 p6 p7 p8 p11 p22)
(setq get1 (getreal "\n输入上长边:"));例如40
(setq get2 (getreal "\n输入中长边:"));例如80
(setq get3 (getreal "\n输入下长边:"));例如30
(setq p1 (getpoint "\n插入点: "))
(setq p2 (list (car p1)(- (cadr p1) get2)) )
(setq p3 (list (+(car p2) get3)(cadr p2) ))
(setq p4 (list (car p3) (+(cadr p3) 6) ))
(setq p5 (list (-(car p4)(- get3 6))(cadr p4) ))
(setq p6 (list (car p5) (+(cadr p5) (- get2 12)) ))
(setq p7 (list (+(car p6)(- get1 6))(cadr p6) ))
(setq p8 (list (car p7) (+(cadr p7) 6) ))
(setq p11 (list (-(car p1) get1)(cadr p1)))
(setq p22 (list (-(car p2) get1)(cadr p2)))
(entmake (list '(0 . "LWPOLYLINE") '(100 . "AcDbEntity") '(100 . "AcDbPolyline")
(cons 90 4)(cons 10 p1)(cons 10 p2)(cons 10 p3)(cons 10 p4)
(cons 10 p5)(cons 10 p6)(cons 10 p7)(cons 10 p8) '(70 . 1)))
(vl-cmdf "mirror"(entlast) "" p11 p22 "n")
(princ))
本帖最后由 ssyfeng 于 2023-2-24 11:15 编辑
是不是这个效果：
本帖最后由 sunny_8848 于 2023-2-24 20:27 编辑
谢谢您的帮忙。插入点可以理解为绘制的图形转换为块的插入点，不转换为块的话，图形外围竖直线中点和命令行输入点重合，因为我还要整合这个图形到指定位置 试试这个。
也是做钣金的？画图思路就有点问题，应该从三视图上截取，而不是直接输入，这样范错误的几率大大提高了。 ssyfeng 发表于 2023-2-24 10:19
是不是这个效果：
谢谢您的帮忙，就差板厚可以输入了 qazxswk 发表于 2023-2-25 00:34
试试这个。
谢谢帮忙。2010版本 Autocad，我画出来的怎么是尖角？是要分成两个命令分别画左右两种情形的图，图形插入点不是在命令行输入点
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