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Design of High-Throughput Fixed-Point Complex Reciprocal/Square-Root Unit

机译:高通量定点复方/方根单元的设计

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Complex reciprocal and square-root operations are used in many digital signal processing (DSP) and numerical computations. In particular, high-throughput fixed-point implementations are desired in high-performance systems. This brief describes a novel design of high-throughput 16-bit fixed-point complex reciprocal/square-root unit. Our approach uses an interpolation algorithm based on the 2-D cubic convolution. Consisting of lookup tables, a small amount of logic, and embedded DSP blocks, the unit is implemented as a four-stage pipeline, achieving a throughput rate of 46 MHz on the Altera Stratix-II FPGA, comparing favorably with the existing designs which achieve a maximum throughput of about 10 MHz on mainstream field-programmable gate arrays (FPGAs). The proposed scheme is also applicable to high-throughput implementation on other platforms as well as of other complex functions.
机译:在许多数字信号处理(DSP)和数值计算中使用复杂的倒数和平方根运算。特别是在高性能系统中需要高吞吐量的定点实现。本简介描述了一种高吞吐量的16位定点复数倒数/平方根单元的新颖设计。我们的方法使用基于二维三次卷积的插值算法。该单元由查找表,少量逻辑和嵌入式DSP块组成,实现为四级流水线,在Altera Stratix-II FPGA上实现了46 MHz的吞吐速率,与现有的设计相比具有优势主流现场可编程门阵列(FPGA)的最大吞吐量约为10 MHz。所提出的方案还适用于在其他平台以及其他复杂功能上的高吞吐量实现。

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