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首页> 外文期刊>Journal of computational and theoretical nanoscience >Pseudo Pipelined COordinate Rotation DIgital Computer Discrete Cosine Transform Architecture for Image Compression
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Pseudo Pipelined COordinate Rotation DIgital Computer Discrete Cosine Transform Architecture for Image Compression

机译:伪流管坐标旋转数字计算机离散余弦变换架构图像压缩

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摘要

Recent research in very large scale manufacturing technology faces challenge in between productivity design and Moore’s law. Much multicore architecture are having major issues in power and being the bottleneck critical problem. These issues mainly affect the digital signal processorin real time applications like image/video processing. Discrete cosine transform is mostly used in real time signal processing application. The major requirement of real time signal processing is using special purpose hardware which fulfils hardware efficiency with high throughput. Many conventionalDiscrete Cosine Transform (DCT) algorithms were proposed in order to reduce power and achieve high speed using both multiplier and multiplier-less architectures. Distributed arithmetic (DA) technique is a multiplier-less architecture having fewer throughputs because of memory access time andaccumulator requirements. In addition DA method requires large amount of ROM and area. To address these problems proposed a power efficient multiplier less DCT architecture based on Pseudo rotation CORDIC (COordinate Rotation DIgital Computer) algorithm. The Pseudo rotation CORDIC algorithmis based on pipeline principle. The two-dimensional (2-D) DCT architecture is designed using separable property where the scaling factor compensation is approximated. DCT architecture simulated and synthesized in Xilinx Virtex-6 XC6VLX240T FPGA. Results are shown in which the Pseudo rotationCORDIC algorithm outperforms other DCT algorithms with much reduced area and power.
机译:最近在大型规模制造技术中的研究面临着生产力设计与摩尔法之间的挑战。许多多核架构都具有权力的重大问题,并且是瓶颈关键问题。这些问题主要影响数字信号处理器的实时应用,如图像/视频处理。离散余弦变换主要用于实时信号处理应用。实时信号处理的主要要求是使用特殊用途硬件,该硬件满足高吞吐量的硬件效率。提出了许多常规的Discrete余弦变换(DCT)算法,以便使用乘法器和乘数架构来降低功率并实现高速。分布式算术(DA)技术是一种乘数乘数,其架构具有较少的吞吐量,因为内存访问时间和积累要求。此外,DA方法需要大量的ROM和区域。为了解决这些问题,提出了一种基于伪旋转CORDIC(坐标旋转数字计算机)算法的功率有效的乘法器较少的DCT架构。基于管道原理的伪旋转CORDIC算法。二维(2-D)DCT架构使用可分离属性设计,其中缩放因子补偿近似。 DCT架构在Xilinx Virtex-6 XC6VLX240T FPGA中模拟和合成。示出了伪旋转算法的结果优于具有大大降低的区域和功率的其他DCT算法。

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