VC2005 在C++下编写的函数如何生成.dll文件
我现在是在C++结合OpenCV编写的小波变换和逆变换函数，请问该如何生成.dll文件以供C#调用啊？代码如下：#include "stdafx.h"
#include "stdafx.h"
#include "cv.h"
#include "highgui.h"
// 二维离散小波变换（单通道浮点图像）
void DWT(IplImage *pImage, int nLayer)
{
// 执行条件
if (pImage)
{
if (pImage->nChannels == 1 &&
pImage->depth == IPL_DEPTH_32F &&
((pImage->width >> nLayer) << nLayer) == pImage->width &&
((pImage->height >> nLayer) << nLayer) == pImage->height)
{
int i, x, y, n;
float fValue = 0;
float fRadius = sqrt(2.0f);
int nWidth = pImage->width;
int nHeight = pImage->height;
int nHalfW = nWidth / 2;
int nHalfH = nHeight / 2;
float **pData = new float*[pImage->height];
float *pRow = new float[pImage->width];
float *pColumn = new float[pImage->height];
for (i = 0; i < pImage->height; i++)
{
pData[i] = (float*) (pImage->imageData + pImage->widthStep * i);
}
// 多层小波变换
for (n = 0; n < nLayer; n++, nWidth /= 2, nHeight /= 2, nHalfW /= 2, nHalfH /= 2)
{
// 水平变换
for (y = 0; y < nHeight; y++)
{
// 奇偶分离
memcpy(pRow, pData[y], sizeof(float) * nWidth);
for (i = 0; i < nHalfW; i++)
{
x = i * 2;
pData[y][i] = pRow[x];
pData[y][nHalfW + i] = pRow[x + 1];
}
// 提升小波变换
for (i = 0; i < nHalfW - 1; i++)
{
fValue = (pData[y][i] + pData[y][i + 1]) / 2;
pData[y][nHalfW + i] -= fValue;
}
fValue = (pData[y][nHalfW - 1] + pData[y][nHalfW - 2]) / 2;
pData[y][nWidth - 1] -= fValue;
fValue = (pData[y][nHalfW] + pData[y][nHalfW + 1]) / 4;
pData[y][0] += fValue;
for (i = 1; i < nHalfW; i++)
{
fValue = (pData[y][nHalfW + i] + pData[y][nHalfW + i - 1]) / 4;
pData[y][i] += fValue;
}
// 频带系数
for (i = 0; i < nHalfW; i++)
{
pData[y][i] *= fRadius;
pData[y][nHalfW + i] /= fRadius;
}
}
// 垂直变换
for (x = 0; x < nWidth; x++)
{
// 奇偶分离
for (i = 0; i < nHalfH; i++)
{
y = i * 2;
pColumn[i] = pData[y][x];
pColumn[nHalfH + i] = pData[y + 1][x];
}
for (i = 0; i < nHeight; i++)
{
pData[i][x] = pColumn[i];
}
// 提升小波变换
for (i = 0; i < nHalfH - 1; i++)
{
fValue = (pData[i][x] + pData[i + 1][x]) / 2;
pData[nHalfH + i][x] -= fValue;
}
fValue = (pData[nHalfH - 1][x] + pData[nHalfH - 2][x]) / 2;
pData[nHeight - 1][x] -= fValue;
fValue = (pData[nHalfH][x] + pData[nHalfH + 1][x]) / 4;
pData[0][x] += fValue;
for (i = 1; i < nHalfH; i++)
{
fValue = (pData[nHalfH + i][x] + pData[nHalfH + i - 1][x]) / 4;
pData[i][x] += fValue;
}
// 频带系数
for (i = 0; i < nHalfH; i++)
{
pData[i][x] *= fRadius;
pData[nHalfH + i][x] /= fRadius;
}
}
}
delete[] pData;
delete[] pRow;
delete[] pColumn;
}
}
}
// 二维离散小波恢复（单通道浮点图像）
void IDWT(IplImage *pImage, int nLayer)
{
// 执行条件
if (pImage)
{
if (pImage->nChannels == 1 &&
pImage->depth == IPL_DEPTH_32F &&
((pImage->width >> nLayer) << nLayer) == pImage->width &&
((pImage->height >> nLayer) << nLayer) == pImage->height)
{
int i, x, y, n;
float fValue = 0;
float fRadius = sqrt(2.0f);
int nWidth = pImage->width >> (nLayer - 1);
int nHeight = pImage->height >> (nLayer - 1);
int nHalfW = nWidth / 2;
int nHalfH = nHeight / 2;
float **pData = new float*[pImage->height];
float *pRow = new float[pImage->width];
float *pColumn = new float[pImage->height];
for (i = 0; i < pImage->height; i++)
{
pData[i] = (float*) (pImage->imageData + pImage->widthStep * i);
}
// 多层小波恢复
for (n = 0; n < nLayer; n++, nWidth *= 2, nHeight *= 2, nHalfW *= 2, nHalfH *= 2)
{
// 垂直恢复
for (x = 0; x < nWidth; x++)
{
// 频带系数
for (i = 0; i < nHalfH; i++)
{
pData[i][x] /= fRadius;
pData[nHalfH + i][x] *= fRadius;
}
// 提升小波恢复
fValue = (pData[nHalfH][x] + pData[nHalfH + 1][x]) / 4;
pData[0][x] -= fValue;
for (i = 1; i < nHalfH; i++)
{
fValue = (pData[nHalfH + i][x] + pData[nHalfH + i - 1][x]) / 4;
pData[i][x] -= fValue;
}
for (i = 0; i < nHalfH - 1; i++)
{
fValue = (pData[i][x] + pData[i + 1][x]) / 2;
pData[nHalfH + i][x] += fValue;
}
fValue = (pData[nHalfH - 1][x] + pData[nHalfH - 2][x]) / 2;
pData[nHeight - 1][x] += fValue;
// 奇偶合并
for (i = 0; i < nHalfH; i++)
{
y = i * 2;
pColumn[y] = pData[i][x];
pColumn[y + 1] = pData[nHalfH + i][x];
}
for (i = 0; i < nHeight; i++)
{
pData[i][x] = pColumn[i];
}
}
// 水平恢复
for (y = 0; y < nHeight; y++)
{
// 频带系数
for (i = 0; i < nHalfW; i++)
{
pData[y][i] /= fRadius;
pData[y][nHalfW + i] *= fRadius;
}
// 提升小波恢复
fValue = (pData[y][nHalfW] + pData[y][nHalfW + 1]) / 4;
pData[y][0] -= fValue;
for (i = 1; i < nHalfW; i++)
{
fValue = (pData[y][nHalfW + i] + pData[y][nHalfW + i - 1]) / 4;
pData[y][i] -= fValue;
}
for (i = 0; i < nHalfW - 1; i++)
{
fValue = (pData[y][i] + pData[y][i + 1]) / 2;
pData[y][nHalfW + i] += fValue;
}
fValue = (pData[y][nHalfW - 1] + pData[y][nHalfW - 2]) / 2;
pData[y][nWidth - 1] += fValue;
// 奇偶合并
for (i = 0; i < nHalfW; i++)
{
x = i * 2;
pRow[x] = pData[y][i];
pRow[x + 1] = pData[y][nHalfW + i];
}
memcpy(pData[y], pRow, sizeof(float) * nWidth);
}
}
delete[] pData;
delete[] pRow;
delete[] pColumn;
}
}
}
