// JCL_DEBUG_EXPERT_GENERATEJDBG OFF // JCL_DEBUG_EXPERT_INSERTJDBG OFF // JCL_DEBUG_EXPERT_DELETEMAPFILE OFF program cv_Integral; {$APPTYPE CONSOLE} {$R *.res} uses System.SysUtils, core_c in '..\..\..\include\сore\core_c.pas', Core.types_c in '..\..\..\include\сore\Core.types_c.pas', highgui_c in '..\..\..\include\highgui\highgui_c.pas', imgproc.types_c in '..\..\..\include\imgproc\imgproc.types_c.pas', imgproc_c in '..\..\..\include\imgproc\imgproc_c.pas', uLibName in '..\..\..\include\uLibName.pas', types_c in '..\..\..\include\сore\types_c.pas'; const filename = 'Resource\cat2.jpg'; Var SourceImage: pIplImage = nil; SumImage: pIplImage = nil; SquareSumImage: pIplImage = nil; SquareSumImage32S: pIplImage = nil; TiltedSumImage: pIplImage = nil; begin try // получаем картинку SourceImage := cvLoadImage(filename, CV_LOAD_IMAGE_GRAYSCALE); WriteLn(Format('[i] image: %s', [filename])); // покажем изображение cvNamedWindow('original', 1); cvShowImage('original', SourceImage); SumImage := cvCreateImage(cvSize(SourceImage^.width + 1, SourceImage^.height + 1), IPL_DEPTH_32S, 1); SquareSumImage := cvCreateImage(cvSize(SourceImage^.width + 1, SourceImage^.height + 1), IPL_DEPTH_64F, 1); SquareSumImage32S := cvCreateImage(cvSize(SourceImage^.width + 1, SourceImage^.height + 1), IPL_DEPTH_32S, 1); TiltedSumImage := cvCreateImage(cvSize(SourceImage^.width + 1, SourceImage^.height + 1), IPL_DEPTH_32S, 1); // получаем интегральное изображение { void cvIntegral( const CvArr* SourceImage, CvArr* SumImage, CvArr* SquareSumImage=0, CvArr* TiltedSumImage=0 ); SourceImage: The source image, wxh, single-channel, 8-bit, or floating-point (32f or 64f). SumImage: The sum image, w+1xh+1, single-channel, 32-bit integer or double precision floating-point (64f). SquareSumImage: The square sum image, w+1xh+1, single-channel, double precision floating-point (64f). TiltedSumImage: The tilted sum image (sum of rotated by 45° image), w+1xh+1, single-channel, the same data type as sum. The function cvIntegral calculates one or more integral images for the source image as following: S(X,Y)=sumx