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Novel reconfigurable computing architectures for embedded high performance signal processing and numerical applications.

机译:用于嵌入式高性能信号处理和数值应用的新型可重构计算架构。

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摘要

Field-Programmable Gate Arrays (FPGAs) have a unique feature set that enables them to be adapted to virtually any computational problem. Among their advantages are flexibility, I/O bandwidth, and computational power. Using this technology, I have developed FPGA-based architectures for a variety of computationally intensive problems. This research has enabled portable, low power, small form factor, and high throughput coprocessors for a variety of computationally intense tasks. Applications discussed include electromagnetic simulation, synthetic aperture radar imaging, and real-time compensation for atmospheric effects in long-range imaging. Some of these applications were previously unfeasible in portable systems, due to power and size constraints, while others had software implementations too slow to be of practical use. Combining reconfigurable technology and the techniques described in this document, these problems can now be solved. I begin with a description of the basic building blocks for these architectures, including floating-point arithmetic, trigonometric, and exponential units, as well as memory and communication controllers. Next, each of the architectural designs is presented in detail, including a discussion on the speedup associated with them. Finally, predictions will be given for how the field of reconfigurable computing will evolve in the coming years.
机译:现场可编程门阵列(FPGA)具有独特的功能集,使它们能够适应几乎所有的计算问题。它们的优点包括灵活性,I / O带宽和计算能力。使用这种技术,我为各种计算密集型问题开发了基于FPGA的架构。这项研究使便携式,低功耗,小尺寸和高吞吐量协处理器能够处理各种计算密集型任务。讨论的应用包括电磁仿真,合成孔径雷达成像以及远程成像中大气效应的实时补偿。由于功耗和大小的限制,其中一些应用程序以前在便携式系统中不可行,而另一些应用程序的软件实现太慢而无法实际使用。结合可重构技术和本文档中描述的技术,现在可以解决这些问题。我首先描述这些体系结构的基本构建块,包括浮点算术,三角和指数单位,以及存储器和通信控制器。接下来,将详细介绍每个体系结构设计,包括有关与它们相关的加速的讨论。最后,将对可重构计算领域在未来几年中将如何发展方面做出预测。

著录项

  • 作者单位

    University of Delaware.;

  • 授予单位 University of Delaware.;
  • 学科 Engineering Electronics and Electrical.
  • 学位 Ph.D.
  • 年度 2006
  • 页码 102 p.
  • 总页数 102
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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