Performs bilinear warping of the source image using the specified transform coefficients.
Case 1: Operation on pixel-order data
IppStatus ippiWarpBilinear_<mod>(const Ipp<datatype>* pSrc, IppiSize srcSize, int srcStep, IppiRect srcRoi, Ipp<datatype>* pDst, int dstStep, IppiRect dstRoi, const double coeffs[2][4], int interpolation);
Supported values for mod:
8u_C1R |
16u_C1R |
32f_C1R |
8u_C3R |
16u_C3R |
32f_C3R |
8u_C4R |
16u_C4R |
32f_C4R |
8u_AC4R |
16u_AC4R |
32f_AC4R |
Case 2: Operation on planar-order data
IppStatus ippiWarpBilinear_<mod>(const Ipp<datatype>* const pSrc[3], IppiSize srcSize, int srcStep, IppiRect srcRoi, Ipp<datatype>* const pDst[3], int dstStep, IppiRect dstRoi, const double coeffs[2][4], int interpolation);
Supported values for mod:
8u_P3R |
16u_P3R |
32f_P3R |
IppStatus ippiWarpBilinear_<mod>(const Ipp<datatype>* const pSrc[4], IppiSize srcSize, int srcStep, IppiRect srcRoi, Ipp<datatype>* const pDst[4], int dstStep, IppiRect dstRoi, const double coeffs[2][4], int interpolation);
Supported values for mod:
8u_P4R |
16u_P4R |
32f_P4R |
pSrc |
Pointer to the source image origin.An array of separate pointers to each plane in case of data in planar format. | ||||||||
srcSize |
Size in pixels of the source image. | ||||||||
srcStep |
Distance in bytes between starts of consecutive lines in the source image buffer. | ||||||||
srcRoi |
Region of interest in the source image (of the IppiRect type). | ||||||||
pDst |
Pointer to the destination image origin. An array of separate pointers to each plane in case of data in planar format. | ||||||||
dstStep |
Distance in bytes between starts of consecutive lines in the destination image buffer. | ||||||||
dstRoi |
Region of interest in the destination image (of the IppiRect type). | ||||||||
coeffs |
The bilinear transform coefficients. | ||||||||
interpolation |
Specifies the interpolation mode. Use one of the following values:
|
The function ippiWarpBilinear is declared in the ippi.h file. It operates with ROI (see ROI Processing in Geometric Transforms).
This bilinear warp function transforms the source image pixel coordinates (x,y) according to the following formulas:
x' = c00* x*y + c01* x + c02* y + c03
y' = c10* x*y + c11* x + c12* y + c13
where x' and y' denote the pixel coordinates in the transformed image, and cij are the bilinear transform coefficients passed in the array coeffs.
The bilinear transform preserves equal distances between points on a line.
The transformed part of the source image is resampled using the interpolation mode specified by the interpolation parameter, and written to the destination image ROI.
Figure “Bilinear Transform of an Image” gives an example of applying the bilinear warping function ippiWarpBilinear to a sample image.
To estimate how the source image ROI will be transformed by the ippiWarpBilinear function, use functions ippiWarpBilinearQuad and ippiGetBilinearBound. To calculate coefficients of the bilinear transform which maps source ROI to a given quadrangle, use ippiGetBilinearTransform function.
Example “Using Intel IPP Functions for Bilinear Transform” shows how to use the function ippiWarpBilinear_32f_C1R.
ippStsNoErr |
Indicates no error. |
ippStsNullPtrErr |
Indicates an error condition if one of the specified pointers is NULL. |
ippStsSizeErr |
Indicates an error condition if any image dimension has zero or negative value. |
ippStsStepErr |
Indicates an error condition if srcStep or dstStep has a zero or negative value. |
ippStsInterpolationErr |
Indicates an error condition if interpolation has an illegal value. |
ippStsRectErr |
Indicates an error condition if width or height of the intersection of the srcRoi and source image is less than or equal to 1. |
ippStsCoeffErr |
Indicates an error condition if coefficient values are invalid. |
ippStsWrongIntersectROIErr |
Indicates an error condition if srcRoi has no intersection with the source image. |
ippStsWrongIntersectQuad |
Indicates a warning that no operation is performed if the transformed source ROI has no intersection with the destination ROI. |
Copyright © 2000 - 2011, Intel Corporation. All rights reserved.