Parallel architecture for accelerating affine transform in high-speed imaging systems

被引:0
作者
Pradyut Kumar Biswal
Pulak Mondal
Swapna Banerjee
机构
[1] Indian Institute of Technology Kharagpur,Department of Electronics and Electrical Engineering
来源
Journal of Real-Time Image Processing | 2013年 / 8卷
关键词
Affine transform; Optical quadrature microscopy; Multiplane image stabilization; Digital camera; Parallel processing; FPGA;
D O I
暂无
中图分类号
学科分类号
摘要
Affine transform is widely used in the high speed image processing systems. This transform plays an important role in various high speed applications like Optical quadrature microscopy (OQM), image stabilisation in digital camera and image registration etc. In these applications, transformations of image consume most of the execution time. Hence, for high speed imaging systems, acceleration of Affine transform is very much sought for. In this paper, the pipelined architecture implementation of a proposed inherent parallel algorithm for Affine transform has been presented. The acceleration of the image transformation will help in reducing the processing time of high speed imaging systems. The architecture is mapped in Field programmable gate array (FPGA) and the result shows that the proposed algorithm is almost 4 times faster than the conventional algorithm while retaining the image quality. Using the proposed algorithm, an image of size 1,920 × 1,080 can be transformed with a frame rate of 540 frames per second and the multiplane image synthesis for image stabilisation on the same digital image can be performed with a frame rate of 65 fps.
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页码:69 / 79
页数:10
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[11]  
Hazra A(2010)A survey of medical image registration on multicore and the GPU IEEE Signal Process Mag 27 50-60
[12]  
Banerjee S(2006)Accelerating rotation of high-resolution images IEE Proc Vision Image Signal Process 153 815-824
[13]  
Fraser D(1987)Hardware for image rotation by twice skew transformations IEEE Trans Acoustics Speech Signal Process 35 527-532
[14]  
Ghosh I(1995)Convolution based interpolation for fast, high quality rotation of images IEEE Trans Image Process 10 1371-1381
[15]  
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