yxp 发表于 2018-6-18 12:40:14

[庆端午] CAD 环境初始化1.20

本帖最后由 yxp 于 2018-7-11 12:50 编辑




CADOP 1.20 VLX 下载:   支持 AutoCAD 所有版本
源码下载:

注:程序运行需要 OpenDCL 环境支持

OpenDCL 支持库 *.arx 下载

AutoCAD 2007(R17.0),AutoCAD 2008(R17.1),AutoCAD 2009(R17.2)


AutoCAD 2010(R18.0),AutoCAD 2011(R18.1),AutoCAD 2012(R18.2)


AutoCAD 2013(R19.0),AutoCAD 2014(R19.1)


AutoCAD 2015(R20.0),AutoCAD 2016(R20.1)


AutoCAD 2017(R21.0)


AutoCAD 2018(R22.0)


AutoCAD 2019(R23.0)







yxp 发表于 2018-6-21 05:18:08

liwen888888 发表于 2018-6-20 15:52
我的运行出现   ; 错误: 参数类型错误: numberp: nil    是什么问题?200732位下运行不了   2012下运行 ...

感谢你的测试,错误已经修复,请更新版本。

yxp 发表于 2018-6-19 20:05:14

dragoon33333 发表于 2018-6-19 11:46
可不可以用二进制流把opendcl写到程序里,用的时候按版本释放并自动注册呀?

可以,就是lisp文件太小只有几KB,arx太大,几十MB.小马拉大车,程序不友好。

liwen888888 发表于 2018-6-20 15:52:09

本帖最后由 liwen888888 于 2018-6-20 20:07 编辑

我的运行出现   ; 错误: 参数类型错误: numberp: nil    是什么问题?200732位下运行不了   2012下运行正常

liunian0524 发表于 2018-6-18 13:45:21

感谢版主分享

xotoo 发表于 2018-6-18 23:53:57

请问没有更高版的OpenDCL吗?

rhww 发表于 2018-6-19 09:41:57

这个很方便啊

hhh454 发表于 2018-6-19 10:09:29

严总,辛苦了

yaokui25 发表于 2018-6-19 11:13:05

本帖最后由 yaokui25 于 2018-6-19 11:16 编辑

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
版主你好,可否分享一下源码,或者做个英文版好吗?

dragoon33333 发表于 2018-6-19 11:46:36

可不可以用二进制流把opendcl写到程序里,用的时候按版本释放并自动注册呀?

zgzzsn 发表于 2018-6-19 14:00:26

这个很方便啊
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查看完整版本: [庆端午] CAD 环境初始化1.20