FPGA based parallel architecture implementation of Stacked Error Diffusion algorithm

R. Venugopal, J. Heath, D. Lau
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引用次数: 3

Abstract

Digital halftoning is a crucial technique used in digital printers to convert a continuous-tone image into a pattern of black and white dots. Halftoning is used since printers have a limited availability of inks and cannot reproduce all the color intensities in a continuous image. Error Diffusion is an algorithm in halftoning that iteratively quantizes pixels in a neighborhood dependent fashion. This manuscript focuses on the development, design and Hardware Description Language (HDL) functional and performance simulation validation of a parallel scalable hardware architecture for high performance implementation of a high quality Stacked Error Diffusion algorithm. A CMYK printer, utilizing the high quality error diffusion algorithm, would be required to execute error diffusion 16 times per pixel, resulting in a potentially high computational cost. The algorithm, originally described in ‘C’, requires a significant processing time when implemented on a conventional single Central Processing Unit (CPU) based computer system. Thus, a new scalable high performance parallel hardware processor architecture is developed to implement the algorithm and is implemented to and tested on a single Programmable Logic Device (PLD) based Field Programmable Gate Array (FPGA) chip. There is a significant decrease in the run time of the algorithm when run on the newly proposed parallel architecture implemented to FPGA technology compared to execution on a single CPU based system.
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基于FPGA并行架构的堆叠误差扩散算法实现
数字半调是一种在数字打印机中用于将连续色调图像转换成黑白点图案的关键技术。使用半调是因为打印机的可用油墨有限,并且不能在连续图像中再现所有的颜色强度。误差扩散是一种半调算法,它以邻域依赖的方式迭代量化像素。本文着重于开发,设计和硬件描述语言(HDL)功能和性能仿真验证的并行可扩展硬件架构,用于高性能实现高质量的堆叠误差扩散算法。使用高质量错误扩散算法的CMYK打印机需要每像素执行16次错误扩散,从而导致潜在的高计算成本。该算法最初在C语言中描述,在基于传统的单一中央处理器(CPU)的计算机系统上实现时需要大量的处理时间。因此,开发了一种新的可扩展的高性能并行硬件处理器架构来实现该算法,并在基于现场可编程门阵列(FPGA)芯片的单个可编程逻辑器件(PLD)上实现和测试。与在基于单一CPU的系统上执行相比,在基于FPGA技术的新提出的并行架构上运行该算法的运行时间显着减少。
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