转载原文:

Normal
0

7.8 磅
0
2

false
false
false

EN-US
ZH-CN
X-NONE

/* Style Definitions */
table.MsoNormalTable
{mso-style-name:普通表格;
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.5pt;
mso-bidi-font-size:11.0pt;
font-family:"Calibri",sans-serif;
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-font-kerning:1.0pt;}

使用Win32API 编程方法编写一个程序绘制直方图和饼图

aaarticlea/png;base64,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" alt="" />

MFC 工程中的代码

 void CChildView::OnPaint()
{
CPaintDC dc(this); // device context for painting
// 改字体
LOGFONT log;
CFont font;
log.lfHeight=;
log.lfEscapement=;
log.lfItalic=;
log.lfUnderline=;
log.lfStrikeOut=; // dc.SelectObject(&font);
font.CreateFontIndirect(&log);
//画笔
CPen pen(PS_SOLID,,RGB(,,));
dc.SelectObject(&pen);
// *OldPen = dc.SelectObject(&pen);//旧画笔 //逻辑坐标
SetViewportOrgEx(dc,,,NULL);
dc.SetMapMode(MM_LOMETRIC);//0.1毫米 //纵坐标
dc.MoveTo(,);
dc.LineTo(,);//高1000
dc.LineTo(-,);
dc.MoveTo(,);
dc.LineTo(,);
//纵坐标循环
CString str;
int i;
for(i=;i<;i++)
{ str.Format("%d",i*); dc.TextOut(-,i*,str);
}
dc.TextOut(-,,"%");
//横坐标
dc.MoveTo(,);
  dc.LineTo(,);
dc.LineTo(,);
dc.MoveTo(,);
dc.LineTo(,-); int x1,y1,x2,y2,y3,x3;
float zhuan=0.4,ben=0.3,shuo=0.2,bo=0.1;
int h=,r=; //画柱子 dc.SelectObject(&font); //修改字体 CRect r1(,zhuan*h,,);
CBrush br1(RGB(,,));
dc.FillRect(r1,&br1);//矩形,颜色
  dc.TextOut(,-,"专科");//横坐标的说明文字 CRect r2(,ben*h,,);
CBrush br2(RGB(,,));
dc.FillRect(r2,&br2);
dc.TextOut(,-,"本科"); CRect r3(,shuo*h,,);
CBrush br3(RGB(,,));
dc.FillRect(r3,&br3);
dc.TextOut(,-,"硕士"); CRect r4(,bo*h,,);
CBrush br4(RGB(,,));
dc.FillRect(r4,&br4);
dc.TextOut(,-,"博士"); // dc.SetBkColor(RGB(0,0,0));
// dc.Rectangle(100,zhuan*h,200,0);
// dc.Rectangle(300,ben*h,400,0);
// dc.Rectangle(500,shuo*h,600,0);
// dc.Rectangle(700,bo*h,800,0); //画饼图,利用cos,sin函数计算顶点值,颜色沿用之前已经定义了的brush
dc.SelectObject(&br1);
x1=int(r*cos(zhuan*3.14*))+;
y1=int(r*sin(zhuan*3.14*)+);
  dc.Pie(,,,,,,x1,y1); dc.SelectObject(&br2);
x2=int(r*cos((ben+zhuan)*3.14*))+;
y2=int(r*sin((ben+zhuan)*3.14*))+;
dc.Pie(,,,,x1,y1,x2,y2); dc.SelectObject(&br3);
x3=int(r*cos((ben+zhuan+shuo)*3.14*))+;
y3=int(r*sin((ben+zhuan+shuo)*3.14*))+;
dc.Pie(,,,,x2,y2,x3,y3);
CBrush br9(RGB(,,));
dc.SelectObject(&br9); dc.SelectObject(&br4);
dc.Pie(,,,,x3,y3,,); //在园外右上角画图例,加上说明文字
  CRect r5(,,,);
dc.FillRect(r5,&br1);
dc.TextOut(,,"专科"); CRect r6(,,,);
dc.FillRect(r6,&br2);
dc.TextOut(,,"本科"); CRect r7(,,,);
dc.FillRect(r7,&br3);
dc.TextOut(,,"硕士"); CRect r8(,,,);
dc.FillRect(r8,&br4);
dc.TextOut(,,"博士"); // TODO: Add your message handler code here // Do not call CWnd::OnPaint() for painting messages
}

PS:

Normal
0

7.8 磅
0
2

false
false
false

EN-US
ZH-CN
X-NONE

/* Style Definitions */
table.MsoNormalTable
{mso-style-name:普通表格;
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.5pt;
mso-bidi-font-size:11.0pt;
font-family:"Calibri",sans-serif;
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-font-kerning:1.0pt;}

CPaintDC和CClientDC的区别

  CPaintDC类是CDC类的一个派生类,一般用在响应WM_PAINT消息的函数OnPaint()中。如果在OnPaint函数内定义了CPaintDC类的对象,通过这个类对象就可以使用CDC类的成员函数完成视图客户区中的图形绘制操作。

  CClientDC类也是CDC类的派生类。它只能在窗口的客户区(即窗口中除了边框、标题栏、菜单栏以及状态栏外的中间部分)中进行绘图,坐标点(0,0)通常指的是客户区的左上角。

Normal
0

7.8 磅
0
2

false
false
false

EN-US
ZH-CN
X-NONE

/* Style Definitions */
table.MsoNormalTable
{mso-style-name:普通表格;
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.5pt;
mso-bidi-font-size:11.0pt;
font-family:"Calibri",sans-serif;
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-font-kerning:1.0pt;}

MFC绘制直方图和饼图的更多相关文章

  1. 利用pandas读取Excel表格,用matplotlib.pyplot绘制直方图、折线图、饼图

    利用pandas读取Excel表格,用matplotlib.pyplot绘制直方图.折线图.饼图 数据: 折线图代码: import  pandas  as pdimport  matplotlib. ...

  2. matplotlib如何绘制直方图、条形图和饼图

    1 绘制直方图: import matplotlib.pyplot as plt import numpy as np import matplotlib def hist1(): # 设置matpl ...

  3. python之 matplotlib模块之基本三图形(直线,曲线,直方图,饼图)

    matplotlib模块是python中一个强大的绘图模块 安装 pip  install matplotlib 首先我们来画一个简单的图来感受它的神奇 import numpy as np impo ...

  4. matplotlib绘制直方图【柱状图】

    代码: def drawBar(): xticks = ['A', 'B', 'C', 'D', 'E']#每个柱的下标说明 gradeGroup = {'A':200,'B':250,'C':330 ...

  5. Python使用Plotly绘图工具,绘制直方图

    今天我们再来讲解一下Python使用Plotly绘图工具如何绘制直方图 使用plotly绘制直方图需要用到graph_objs包中的Histogram函数 我们将数据赋值给函数中的x变量,x = da ...

  6. 关于matplotlib绘制直方图偏移的问题

    在使用pyplot绘制直方图的时候我发现了一个问题,在给函数.hist()传参的时候,如果传入的组数不是刚刚好(就是说这个组数如果是使用(最大值-最小值)/组距计算出来,而这个数字不是整除得来而是取整 ...

  7. Python:matplotlib绘制直方图

    使用hist方法来绘制直方图:     绘制直方图,最主要的是一个数据集data和需要划分的区间数量bins,另外你也可以设置一些颜色.类型参数: plt.hist(np.random.randn(1 ...

  8. numpy和matplotlib绘制直方图

    使用 Matplotlib Matplotlib 中有直方图绘制函数:matplotlib.pyplot.hist()它可以直接统计并绘制直方图.你应该使用函数 calcHist() 或 np.his ...

  9. NumPy使用 Matplotlib 绘制直方图

    NumPy - 使用 Matplotlib 绘制直方图 NumPy 有一个numpy.histogram()函数,它是数据的频率分布的图形表示. 水平尺寸相等的矩形对应于类间隔,称为bin,变量hei ...

随机推荐

  1. springMVC源码分析--HttpMessageConverter数据转化(一)

    之前的博客我们已经介绍了很多springMVC相关的模块,接下来我们介绍一下springMVC在获取参数和返回结果值方面的处理.虽然在之前的博客老田已经分别介绍了参数处理器和返回值处理器: (1)sp ...

  2. 浅谈C#中的模式窗体和非模式窗体

    ShowDialog(); // 模式窗体 Show(); // 非模式窗体 区别: 返回值不同,DialogResult/void 模式窗体会使程序中断,直到关闭模式窗口 打开模式窗体后不能切换到应 ...

  3. scrapy-redis 更改队列和分布式爬虫

    这里分享两个技巧 1.scrapy-redis分布式爬虫 我们知道scrapy-redis的工作原理,就是把原来scrapy自带的queue队列用redis数据库替换,队列都在redis数据库里面了, ...

  4. 【AtCoder】AGC011 E - Increasing Numbers

    题解 题是真的好,我是真的不会做 智商本还是要多开啊QwQ 我们发现一个非下降的数字一定可以用不超过九个1111111111...1111表示 那么我们可以得到这样的一个式子,假如我们用了k个数,那么 ...

  5. log4j:WARN No appenders could be found for logger (org.springframework.web.context.ContextLoader).

    一.异常描述: log4j:WARN No appenders could be found for logger (org.springframework.web.context.ContextLo ...

  6. 子查询中的NULL问题

    子查询返回有单行,多行和null值:适用于单行子查询的比较运算符是=,>,>=,<,<=<>和!=.适用于多行子查询的比较运算符是in,not in,any和any ...

  7. Python网络编程之socket应用

    1 引言 本篇主要对Python下网络编程中用到的socket模块进行初步总结.首先从网络基础理论出发,介绍了TCP协议和UDP协议:然后总结了socket中的常用函数:最后通过实际代码展示基本函数的 ...

  8. centos 安装php7、pecl 、swoole、redis拓展

    一.更新yum源,安装php7 CentOS/RHEL 7.x: rpm -Uvh https://dl.fedoraproject.org/pub/epel/epel-release-latest- ...

  9. 查看shell 版本

    cat /etc/shells 查看本机支持的解释器: echo $SHELL 当我们直接使用./a.sh来执行这个脚本的时候,如果没有shebang,那么它就会默认用$SHELL指定的解释器,否则就 ...

  10. 【基础知识】Asp.Net基础三

    服务器端控件一般用于访问量不高的网站,要做到物尽其用. 服务器端控件: FIleUpload控件:向服务器上传文件 if (this.FileUpload1.HasFile) { // Path.Ge ...