请问这种两点填充怎么写代码呀？
代码里面的填充，图案我是可以换的，主要用来画剖面，钢筋混凝土，石膏板，木板等等，请各位老师帮忙一下(defun c:tt5 ()
(setq p1 (getpoint"\n起点:") p2 (getcorner p1"\n终点:"))
(command "RECTANG" "non" p1 "non" p2 "HATCH" "p" "ANSI31" 500 0 "s" (setq rc (entlast)) "" "ERASE" rc "")
(princ)
)
要什么填充自己改："ANSI31" 500 0 =》 填充名比例角度 start4444 发表于 2019-10-17 17:00
(defun c:tt5 ()
(setq p1 (getpoint"\n起点:") p2 (getcorner p1"\n终点:"))
(command "RECTANG" "non ...
谢谢啦，可以了 sbwdx 发表于 2019-10-18 10:21
谢谢啦，可以了
亲，可以让这个填充图案在一个新建图层上面嘛颜色为250色？ sbwdx 发表于 2019-10-24 13:40
亲，可以让这个填充图案在一个新建图层上面嘛颜色为250色？
(defun c:tt5 (/ p1 p2 rc)
(if (null (tblsearch "layer" "layname"))
(command "_layer" "m" "layname" "c" "250" "" ""))
(setq p1 (getpoint"\n起点:") p2 (getcorner p1"\n终点:"))
(command "RECTANG" "non" p1 "non" p2 "HATCH" "p" "ANSI31" 500 0 "s" (setq rc (entlast)) "" "ERASE" rc "")
(princ)
)
layname = 图层名 start4444 发表于 2019-10-24 18:17
(defun c:tt5 (/ p1 p2 rc)
(if (null (tblsearch "layer" "layname"))
(command "_layer" "m" "lay ...
谢谢，可以啦 谢谢start4444，设定几个常用的填充图案，方便了很多。 start4444 发表于 2019-10-24 18:17
(defun c:tt5 (/ p1 p2 rc)
(if (null (tblsearch "layer" "layname"))
(command "_layer" "m" "lay ...
您好，我测试了下功能很不错，但是我的对话框的提示文字显示乱码，想和您请教一下这是什么原因呢？生成的图层也是乱码
data:image/png;base64,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data:image/png;base64,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