如何获取参照块的矩形（XClip对象）边界夹点
本帖最后由 ld80721 于 2024-10-10 15:13 编辑如图，如何获取参照块的矩形（XClip对象）边界夹点，并绘制出矩形，请教各位？:handshake
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
以CAD2014为例，输入xclip→p就可以新建一个剪裁框多段线。 本帖最后由 ssyfeng 于 2024-10-13 09:10 编辑
看一下组码，逐级查找应该可以找到的
试试这个：
(mapcar (function cdr) (vl-remove-if-not (function (lambda (x) (= (car x) 10))) (entget (cdr (assoc 360 (entget (cdr (assoc 360 (entget (cdr (assoc 360 (entget(car (entsel))))))))))))))
tigcat 发表于 2024-10-11 09:17
以CAD2014为例，输入xclip→p就可以新建一个剪裁框多段线。
这个我知道，我要的是重新绘制和边界一摸一样的矩形框，用来转换成虚线的；目前好像不能将边界框虚线显示。。。
本帖最后由 qazxswk 于 2024-10-12 02:32 编辑
要显示边界框虚线 (setvar "xclipframe" 1)
qazxswk 发表于 2024-10-12 00:01
要显示边界框虚线 (setvar "xclipframe" 1)
要获取边界夹点的坐标，组码里没有；你说的这个我知道的::handshake ld80721 发表于 2024-10-12 12:17
要获取边界夹点的坐标，组码里没有；你说的这个我知道的:
有的，我记得以前找过，好像不是直接能从当前块组码中得到，你看看块组码里的330或360 ssyfeng 发表于 2024-10-12 15:54
有的，我记得以前找过，好像不是直接能从当前块组码中得到，你看看块组码里的330或360
实体数据:
(-1 . <图元名: 7ff4ea2ba710>)
(0 . INSERT)
(5 . 13861)
(102 . {ACAD_XDICTIONARY)
(360 . <图元名: 7ff4ea2ba720>)
(102 . })
(330 . <图元名: 7ff4ea508820>)
(100 . AcDbEntity)
(67 . 0)
(410 . Model)
(8 . 立面索引平面)
(62 . 1)
(100 . AcDbBlockReference)
(2 . 2024101013193285)
(10 80433.2 -138534.0 0.0)
(41 . 1.0)
(42 . 1.0)
(43 . 1.0)
(50 . 4.71239)
(70 . 0)
(71 . 0)
(44 . 0.0)
(45 . 0.0)
(210 0.0 0.0 1.0)分别代表啥 ld80721 发表于 2024-10-12 22:26
实体数据:
(-1 . )
(0 . INSERT)
(-1 . <图元名: 7ff4ea2ba710>)：图元的内部标识符。
(0 . INSERT)：实体类型为插入块（INSERT）。
(5 . 13861)：图元的唯一标识符（handle）。
(102 . {ACAD_XDICTIONARY)：指向附加数据的开始，可能与块的扩展字典有关。
(360 . <图元名: 7ff4ea2ba720>)：指向父图元或相关图元的引用。
(102 . })：附加数据的结束标识。
(330 . <图元名: 7ff4ea508820>)：指向块定义的引用。
(100 . AcDbEntity)：指示此图元为数据库实体。
(67 . 0)：标识图元的某些特性（通常为图层状态）。
(410 . Model)：图元所在的空间（模型空间）。
(8 . 立面索引平面)：图元所在的图层名称。
(62 . 1)：图元的颜色编号。
(100 . AcDbBlockReference)：指示此图元为块引用。
(2 . 2024101013193285)：块的名称或标识符。
(10 80433.2 -138534.0 0.0)：插入点坐标（X, Y, Z）。
(41 . 1.0)：X方向的缩放因子。
(42 . 1.0)：Y方向的缩放因子。
(43 . 1.0)：Z方向的缩放因子。
(50 . 4.71239)：旋转角度（以弧度为单位）。
(70 . 0)：块的属性数量（可选）。
(71 . 0)：块的标记数量（可选）。
(44 . 0.0)：不透明度（可选）。
(45 . 0.0)：剪裁深度（可选）。
(210 0.0 0.0 1.0)：法向量，指示块的方向。 本帖最后由 你有种再说一遍 于 2024-10-13 02:21 编辑
https://www.cnblogs.com/JJBox/p/11614714.html
lisp的我真不知道...c#需要调用arx的函数.
lisp建议发送命令生成边界,然后通过最后生成图元获取.
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