首先是新建一个“Win32控制台应用程序”的项目,这里项目名“CMatlab”,然后在解决方案中右键“属性”,在 "VC++目录" 中,包含目录中添加:D:\Program Files\matlab\extern\include(根据自己Matlab安装路径更改即可)
在库目录中添加:D:\Program Files\matlab\extern\lib\win32\microsoft(根据自己Matlab安装路径和系统版本更改即可)
![C/C++ VS中调用matlab函数的方法_第2张图片](http://img.e-com-net.com/image/info8/ebb75fcd0edd4a378d80a7caee0ddc56.jpg)
2. matlab配置
在Matlab的command window输入:mex -setup
![](data:image/png;base64,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)
然后再输入:mbuild -setup
3. 配置Windows环境变量
在Windows环境变量中的系统变量(S)中“Path”中新增下面这两项:
D:\Program Files\MATLAB\R2011b\bin 【这项一般安装完matlab会默认加上,不需要手动添加】
D:\Program Files\matlab\bin\win32【这个根据自己Matlab安装路径进行调整】
如果不配置这个的话,编译链接都没问题,运行时会报错的,提示找不到各种DLL等各种错误。
![](data:image/png;base64,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)
PS:更改环境变量后,请重启电脑,否则VS将出现:LINK : fatal error LNK1104: 无法打开文件“libeng.lib”
接着,我们就可以在C/C++项目中调用matlab了,调用方式有两种方式:(1)调用matlab引擎 (2)调用matlab函数生成的DLL。这里主要讲解第一种。
第一种:调用matlab引擎
首先需要引头文件 #include "engine.h" 这个文件在 %MATLAB_PATH%\extern\include里,我们在VC++目录包含过了。否则,就会提示 cannot find engine.h file之类的错误。然后,我们需要引用几个函数调用依赖库(lib) libeng.lib libmx.lib libmat.lib。
#pragma comment(lib, "libeng.lib")
#pragma comment(lib, "libmx.lib")
#pragma comment(lib, "libmat.lib")
否则链接时会报错 无法解析的符号之类的错误。之后我们就可以调用引擎了。
和文件操作类似:打开 操作 关闭。
打开引擎:
Engine *ep;
if (!(ep = engOpen("\0")))
{
fprintf(stderr, "\nCan't start MATLAB engine\n");
return EXIT_FAILURE;
}
定义变量需要转换为matlab的格式。比如使用:mxCreateDoubleMatrix 和 memcpy函数。
将数据传入引擎使用:engPutVariable()。接着调用 engEvalString(ep, "matlab指令")matlab的指令作为参数进行操作。计算操作等完成后需要清理操作:
mxDestroyArray()函数清理mxCreateDoubleMatrix 生成的变量。
engClose()关闭引擎。
下面给出一个绘图的例子:
// CMatlab.cpp : 定义控制台应用程序的入口点。
//
#include "stdafx.h"
#include
#include
#include
#include "engine.h" // add header file
// import necessary lib
#pragma comment( lib, "libeng.lib")
#pragma comment( lib, "libmx.lib")
#pragma comment( lib, "libmat.lib")
int main(void)
{
Engine *ep;
// open engine
if (!(ep = engOpen("\0")))
{
fprintf(stderr, "\nCan't start MATLAB engine\n");
return EXIT_FAILURE;
}
// generate variables
int Nsample = 50;
const double PI = 3.1415926;
double *t = new double[Nsample] ;
for(int i = 0; i < Nsample; i++)
{
t[i] = i * 2 * PI / Nsample;
}
mxArray *T = NULL, *result = NULL;
T = mxCreateDoubleMatrix(1, Nsample, mxREAL);
memcpy((void *)mxGetPr(T), (void *)t, Nsample*sizeof(t[0]));
engPutVariable(ep, "T", T); // put data to engine
// execute matlab operations
engEvalString(ep, "Y=sin(T);");
engEvalString(ep, "plot(T,Y);");
engEvalString(ep, "title('y=sin(t)');");
engEvalString(ep, "xlabel('t');");
engEvalString(ep, "ylabel('y');");
printf("Hit return to continue\n");
fgetc(stdin);
// clean operation(don't forget!!!)
mxDestroyArray(T);
engEvalString(ep, "close;");
// close engine
engClose(ep);
return EXIT_SUCCESS;
}
第二种:调用matlab函数导出的DLL
参考:http://blog.163.com/rongting_chen/blog/static/164906844201252354518462/