有偿写skill,目前本人有需要,求大神出手代写下
最近学了下skill,发现还是太难了。网上也早不到学习的教程,只是些基本的语句。本来想写一个skill:
目的:
通过skill来对不上件的器件,不上件的器件有附加属性pop=na,在新建层 BOARD GEOMETRY/ NA_X_TOP or BOARD GEOMETRY/ NA_X_TOP上画叉×,叉的大小(以添加line的方式画叉×)与 PACKAGE GEOMETRY/ASSEMBLY_BOTTOM四个边缘等大。
类似于如下图。
data:image/png;base64,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
我本来的想法是,先自身在allegro中高亮pop=na的器件,然后用函数通过获取高亮器件的 PACKAGE GEOMETRY ASSEMBLY_BOTTOMline的四个角的坐标,然后通过坐标来add line到对应BOARD GEOMETRY/ NA_X_TOP or BOARD GEOMETRY/ NA_X_TOP层。
问题:
1, PACKAGE GEOMETRY ASSEMBLY_BOTTOM上的line怎么获得坐标呢?如果是shape形式,那获取就容易多了。
2,PACKAGE GEOMETRY ASSEMBLY_BOTTOM 上如何line组合的不是方方正正的矩形,是圆形又要怎样考虑呢?
但是思来想去,感觉无从下手啊!
求大神出手,顺便我也学习下!
有偿!有偿!有偿!
可私聊!
补个图,怎么会不显示呢
本帖最后由 leilei4908 于 2018-6-11 15:13 编辑
给你提供个思路,X用射线的形式,从零件中心射出四条线(比如分别间隔60和120度),根据零件旋转角度,将四条射线也旋转相同角度,获取与Assembly的交点
举个例子,零件旋转了45度,第一条射线角度30+45=75度,第二条射线角度30+45+120=195度
第三条射线角度30+45+120+60=255度,第四条射线角度30+45+120+60+120-360=15度
一条直线已知斜率,另一条直线已知两个端点,求交点
若另一条是曲线,也就是objType是arc(直线是line),可以用直线和圆的交点公式求得
端点可以根据
foreach(mb symbol->groupMembers
when(mb->objType == "path" && index(mb->layer "PACKAGE GEOMETRY/ASSEMBLY")
segs = mb->segments
foreach(seg segs
startEnd = seg->startEnd
xy1 = car(startEnd)
xy2 = cadr(startEnd)
)
)
)
获取
Assembly很有可能是除了常见的矩形和圆形以外的图形,这种再用四个端点就不能很好的处理了
skill可以参考
%cdsroot%\doc\algroskill\algroskill.pdf
%cdsroot%\doc\sklangref\sklangref.pdf
%cdsroot%\doc\sklanguser\sklanguser.pdf
这三份 “用函数通过获取高亮器件的 PACKAGE GEOMETRY ASSEMBLY_BOTTOMline的四个角的坐标,然后通过坐标来add line到对应BOARD GEOMETRY/ NA_X_TOP or BOARD GEOMETRY/ NA_X_TOP层”这个我会。因为我之前写的一个skill用到了这个。 不过前面那个“高亮pop=na的器件” 这个我没明白具体是什么意思。 chengcheng 发表于 2018-7-5 20:22
“用函数通过获取高亮器件的 PACKAGE GEOMETRY ASSEMBLY_BOTTOMline的四个角的坐标,然后通过坐标来add l ...
高亮pop=na 的器件 就是高亮不上件的器件,这个可以手动设置一下在运行skill好了。你会么,能帮忙给我写一个么 leilei4908 发表于 2018-6-11 14:48
给你提供个思路,X用射线的形式,从零件中心射出四条线(比如分别间隔60和120度),根据零件旋转角度,将四 ...
好复杂啊,我现在还是初学skill,完全编不来啊:L 秋田家的小厨 发表于 2018-7-6 11:11
高亮pop=na 的器件 就是高亮不上件的器件,这个可以手动设置一下在运行skill好了。你会么,能帮忙给我写 ...
我要先研究下你说的这个pop = NA 是啥。你可以给个板子我,板上的零件大部分都删掉。只剩几颗不上件的和几颗要上件的。以免泄露了你的东西。
就是添加属性为pop=na来表示不上件,也可以是别的属性来代表。
大概就是如下图这样子,你随便一个板子都可以的。
data:image/png;base64,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data:image/png;base64,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