如何用vlisp将主程序窗口移至副屏幕
本帖最后由 jackie31986 于 2021-9-24 08:27 编辑画图的时候用两个显示器,需要将主程序窗口移至第二个显示器上。用VLA-GET-WINDOWLEFT 可以得到负值,但是改值用的VLA-PUT-WINDOWLEFT 不支持改成负值,请教一下有没有什么其它方法可以实现。
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
分享一下,最后用C#实现了我需要的功能。
using System;
using System.Collections.Generic;
using System.Linq;
using System.Text;
using System.Threading.Tasks;
using Autodesk.AutoCAD.Runtime;
using Autodesk.AutoCAD.ApplicationServices;
using System.Drawing;
using Autodesk.AutoCAD.Windows;
namespace 调整CAD程序窗口
{
/// <summary>
/// 用于将程序窗口改为右屏最大。
/// </summary>
public class WindowContrlA
{
public static void WindowPost()//调⽤HelloWorld 命令要调⽤的函数
{
Point ptApp = new Point(-9, -9); //设点为(0,0)
Size szApp = new Size(1938, 1048);//设窗口大小为(500,500)
Application.MainWindow.SetLocation(ptApp);//将程序窗口点设为(0,0)
Application.MainWindow.SetSize(szApp);//将程序窗口大小设为(1920,1080)
}
}
/// <summary>
/// 用于将程序窗口改为双屏最大。
/// </summary>
public class WindowContrlB
{
public static void WindowPost()//调⽤HelloWorld 命令要调⽤的函数
{
Point ptApp = new Point(-1929, -9); //设点为(-1929,-9)
Size szApp = new Size(3882, 1048);//设窗口大小为(3840,1080)
Application.MainWindow.SetLocation(ptApp);//将程序窗口点设为(0,0)
Application.MainWindow.SetSize(szApp); //将程序设窗口大小为(3840,1080)
}
}
}
多屏的没有用过,希望有多屏的用户研究一下
本帖最后由 pxt2001 于 2021-9-26 16:46 编辑
移动窗口到副屏幕:win+shift+左or右方向键,非常快捷。 这都能用lisp实现吗
pxt2001 发表于 2021-9-26 16:40
移动窗口到副屏幕:win+shift+左or右方向键,非常快捷。
可不可以用lisp实现快捷键功能? hushiyong11 发表于 2021-9-27 09:37
这都能用lisp实现吗
可以的,目前我查了很多函数,有几个都可以控制主窗口程序大小,vla-put-windowleft(左边界),vla-put-windowtop(上边界),vla-put-height(高度),vla-put-width(宽度)。不过目前只适用于主显示器,无法移动到多屏的其它显示器。 jackie31986 发表于 2021-9-27 14:47
可以的,目前我查了很多函数,有几个都可以控制主窗口程序大小,vla-put-windowleft(左边界),vla-put-win ...
可以实现的,不过要把主显示器设为左边的显示器,因为lisp的vla-put-windowleft 不支持负数。 jackie31986 发表于 2021-9-27 14:43
可不可以用lisp实现快捷键功能?
http://bbs.mjtd.com/thread-187076-1-1.html 试了下,很好用。感谢分享。
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