怎么修改动态块属性
本帖最后由 highflybir 于 2021-4-17 08:28 编辑两个相同的动态块,将其中一个属性,赋值给另一个
(defun c:copypps (/ obj ppts)
(setqobj (vlax-ename->vla-object (car (entsel)))
AllowedValues nil
ppts nil
)
(if (setq obj (vlax-invoke obj 'GetDynamicBlockProperties)
ent obj)
(progn
(repeat (length obj)
(if (= (vlax-get (car obj) 'show) -1)
(setq ppts (append ppts (list (vlax-get (car obj) 'Value))))
)
(setq obj (cdr obj))
)
(setq obj(vlax-invoke
(vlax-ename->vla-object (car (entsel)))
'GetDynamicBlockProperties
)
i obj
)
(while ppts
(if (= (vlax-get (car obj) 'show) -1)
(progn
(vlax-put (car obj) 'Value (car ppts))
(setq obj(cdr obj)
ppts (cdr ppts)
)
)
(setq obj (cdr obj))
)
)
)
)
(princ)
)对于长度、可见性等属性都可以正常赋值,但如果是翻转属性,就会报错说参数错误,请教高老师,这种情况,怎么处理,谢谢。
竟然自己找到答案了,函数修改如下:
(defun c:copypps (/ obj ppts)
;获取块的对象名
(setq obj(vlax-ename->vla-object (car (entsel)))
ppts nil
)
;判断是否为动态块,如果是,获取动态块属性
(if (setq obj (vlax-invoke obj 'GetDynamicBlockProperties))
(progn
(repeat (length obj)
;判断是否为只读属性,不是,则记录value值
(if (= (vlax-get (car obj) 'ReadOnly) 0)
(setq ppts (append ppts (list (vlax-get-property (car obj) 'Value))))
)
(setq obj (cdr obj))
)
;获取要修改属性动态块的属性表,该块必须与需复制块是同类块
(setq obj (vlax-invoke
(vlax-ename->vla-object (car (entsel)))
'GetDynamicBlockProperties
)
)
;将所有非只读属性,按第1个块的值进行修改
(while ppts
(if (= (vlax-get (car obj) 'ReadOnly) 0)
(progn
(vlax-put-property (car obj) 'Value (car ppts))
(setq obj(cdr obj)
ppts (cdr ppts)
)
)
(setq obj (cdr obj))
)
)
)
)
(princ)
) 厉害了 谢谢分享 学习了 大佬是否可以改为框选模式,谢谢 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为何只能改一个拉伸长度,没有阵列?
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