彼岸狼 发表于 2019-7-28 11:02:01

新人入门:求入门教程,另求CADVBA直接读取EXCEL数据教程

      各位大佬好,本人十几年的工作和EXCEL和CAD完全紧密连接;所以就唠几句;
      基本上所有的工科专业都会涉及到数据和图形两个问题,而数据用的最多最普遍的是就EXCEL,图形最多的就是CAD;
但是EXCEL处理数据很强大,确不能直接出图;CAD基本是图形必备的,之前确没有简单的做法引用EXCEL的数据;所以一直在想:有什么办法可以把EXCEL的数据和CAD的绘图简单的结合起来;来到咱们社区请各位大佬指点;


      之前一直用EXCEL用些简单的筛选和函数,后来工作量剧增,而且容易出错,就从0开始在各个论坛发帖子,百度搜索学习了EXCEL VBA,自己一边问一边学,一边写,码了大概几万行的代码,基本上解决了EXCEL上的问题,效率提高了数十倍甚至上百倍;希望学习CADVBA提高工作效率和减少错误;


      现在来到明经,也是从0开始学习CADVBA,(因为之前自学的是EXCEL 里的VBA,应该会有些帮助,所以就没选LISP等),希望各位论坛的大佬,师兄弟帮助,指导;

       目前入门的两个问题,请各位老师,师兄弟指点:
       ①有什么入门教程,教材可以购买下载;
       ②有什么办法读取EXCEL工作表中单元格的数据来作图;

       祝大家,工作顺利,学习进步!

风言无际 发表于 2019-7-28 13:54:04

本帖最后由 风言无际 于 2019-7-28 14:02 编辑

你的问题无非就是读取EXCEL单元格的数据,然后传到CAD中进行绘图。现在你EXCEL VBA肯定是相当熟练的了,只是CAD VBA不会,有EXCEL VBA的基础,CAD VBA很容易上手的。CAD VBA引用的是CAD的类型库,与EXCEL相比,不同的地方就是操作各类CAD对象。
你可以在EXCEL VBA中引用CAD类库,然后操作CAD;或者在CAD VBA中引用EXCEL类型库,读取EXCEL单元格内容,然后在CAD中绘图等操作。
给你介绍一本好用的教程《AutoCAD VBA工程及VBA交互开发环境教程》,这本教程比较全面。


另外这里还有一份比较简易的入门教程,作者写的也比较用心,内容是测绘方面的。可以很快的入门。


我跟你情况差不多,也是EXCEL VBA用的比较多,CAD VBA最近才开始研究的。可以交流交流。
我一般喜欢用VB6.0操作EXCEL和CAD,这样可以做出来独立的EXE文件。


风言无际 发表于 2019-7-28 14:29:57

本帖最后由 风言无际 于 2019-7-28 14:40 编辑

下面给你一个简单的例子,读取EXCEL表格中的数据,绘制一条直线,
打开EXCEL,在A1至C2单元格分别添加100,100,0,300,400,0,如下所示
data:image/png;base64,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
打开CAD,在命令行中输入VBAIDE,打开VBA编辑器,点击菜单栏 工具 - 引用,勾选Microsoft Excel xx.x Object Library,(xx.x跟你安装的EXCEL的版本有关),然后双击左侧的ThisDrawing,如下图
data:image/png;base64,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
将以下代码贴入右侧空白处,

Sub test()
    Dim xlApp As Excel.Application 'EXCEL对象
    Dim xlBook As Excel.Workbook 'EXCEL工作簿
    Dim xlSheet As Excel.Worksheet 'EXCEL工作表
    Set xlApp = GetObject(, "EXCEL.APPLICATION") '获取当前打开的EXCEL软件
    Set xlBook = xlApp.Workbooks(1) '获取第一个工作簿
    Set xlSheet = xlBook.Sheets(1) '获取第一个工作表
    Dim BL(0 To 2) As Double '左下角坐标数组
    Dim UR(0 To 2) As Double '右上角坐标数组
    BL(0) = xlSheet.Cells(1, 1).Value: BL(1) = xlSheet.Cells(1, 2).Value: BL(2) = xlSheet.Cells(1, 3).Value '读取第一行的三个数据到数组BL
    UR(0) = xlSheet.Cells(2, 1).Value: UR(1) = xlSheet.Cells(2, 2).Value: UR(2) = xlSheet.Cells(2, 3).Value '读取第二行的三个数据到数组UR
    ThisDrawing.ModelSpace.AddLine BL, UR '在CAD中绘制直线,左下角坐标为BL,右上角坐标为UR
    ThisDrawing.Application.ZoomExtents '按图形范围缩放窗口
    ThisDrawing.Application.Update '更新对象
End Sub

按F5运行,查看CAD窗口,可以看到画了一条线,左下角坐标为100,100,右上角坐标为300,400。

反过来,你也可以在EXCEL的VBA编辑器中引用CAD类型库,可以试一下。无非就是引用CAD类型库,然后定义一个CAD应用程序对象AcadApplication,一个CAD文档对象AcadDocument。

或者你可以在VB6.0软件中同时引用CAD类型库和EXCEL类型库,对二者进行操作,这样可以生成独立的EXE程序,便于传播。

彼岸狼 发表于 2019-7-28 16:38:46

风言无际 发表于 2019-7-28 13:54
你的问题无非就是读取EXCEL单元格的数据,然后传到CAD中进行绘图。现在你EXCEL VBA肯定是相当熟练的了,只 ...

多谢大佬,太感谢了;其实EXCEL 的VBA也是半路出家,半懂不懂的,一边学一边用,因为我正好有大量的数据需要处理,就针对需要处理的数据进行的搜索和学习;

彼岸狼 发表于 2019-7-28 16:41:40

你就是我CADVBA的第一个师兄。。。

彼岸狼 发表于 2019-7-28 16:43:11

Set xlApp = GetObject(, "EXCEL.APPLICATION") '获取当前打开的EXCEL软件

获取指定位置的指定名称EXCEL表格里的sheet表怎么写呢

彼岸狼 发表于 2019-7-28 17:07:12

哪个大佬把我放进QQ群里吧,申请了几回都没进去。。。

风言无际 发表于 2019-7-28 17:13:37

本帖最后由 风言无际 于 2019-7-28 17:38 编辑

彼岸狼 发表于 2019-7-28 16:43
Set xlApp = GetObject(, "EXCEL.APPLICATION") '获取当前打开的EXCEL软件

获取指定位置的指定名称EXCE ...
这其实是很基础的知识,你既然都写了几万行的代码了,应该学会用百度搜索来解决问题的。
    Set xlApp = CreateObject("EXCEL.APPLICATION") '打开EXCEL软件      xlApp.Visible = True
    Set xlBook = xlApp.Workbooks.Open("C:\test.xls")'打开工作簿
    Set xlSheet = xlBook.Sheets(1) '获取第一个工作表
可以查询MSDN获取帮助的。



彼岸狼 发表于 2019-7-28 20:22:50

风言无际 发表于 2019-7-28 17:13
这其实是很基础的知识,你既然都写了几万行的代码了,应该学会用百度搜索来解决问题的。
    Set xlApp = ...

多谢,我之前一直写的代码基本上没有出工作表,没有引用过本身之外的。

Oceanable 发表于 2019-7-29 22:38:07

我觉得站长写的 《AutoCAD VBA 二次开发教程》以及《XXX 精彩实例》挺好,这两本书一直在用,基本没有解决不了的问题。可以淘宝上搜索下,不知道是不是绝版了。;P
页: [1] 2
查看完整版本: 新人入门:求入门教程,另求CADVBA直接读取EXCEL数据教程