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Implementation of high precision/low latency FP divider using Urdhva-Tiryakbhyam multiplier for SoC applications

机译:使用URDHVA-TiryakbHyam乘法器进行高精度/低延迟FP分频器的SoC应用的实现

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摘要

The increasing demand of Industrial and Scientific data intensive applications are higher precision arithmetic with reduced computation time. In this paper, we designed a high-precision, fully pipelined 32-bit floating-point (FP) divider using Newton-Raphson (NR) algorithm realized with Urdhva-Tiryakbhyam (UT) multiplier for System on Chip applications. The divider design is based on Newton-Raphson (multiplicative) method and it supports all IEEE rounding modes with a latency of 15 cycles. The iterative NR computations are performed by using FP multiplier and FP adder. The key module of FP multiplier for calculating mantissa part is UT multiplier. It's an ancient Vedic multiplication technique used from few centuries back for doing fast multiplications. We implemented two UT multipliers: one using carry look-ahead adders and another one using carry save adders. The results show that, the proposed architectures have 12% better precision with 24% high throughput than existing algorithms, at the cost of high on-chip power. The inputs to the divider are represented in IEEE-754 standard. The design uses Xilinx Vivado software and it is implemented on Virtex7 FPGA.
机译:越来越多的工业和科学数据密集型应用的需求是更高的计算时间精度算术。在本文中,我们设计了使用URDHVA-Tiryakbhyam(UT)乘法器实现的Newton-Raphson(NR)算法的高精度,完全流水线32位浮点(FP)分频器,用于芯片应用系统。分频器设计基于Newton-Raphson(乘法)方法,它支持具有15个周期等延迟的所有IEEE舍入模式。通过使用FP乘法器和FP加法器来执行迭代NR计算。 FP乘法器的关键模块计算Mantissa部件是UT乘法器。这是一个古老的VEDIC乘法技术,从几个世纪来看,用于做快速乘法。我们实现了两个UT乘法器:使用携带携带的携带远程添加剂和另一个使用随身保存添加剂。结果表明,拟议的架构具有比现有算法高出24%的高吞吐量的精度12%,高芯片电源。分频器的输入在IEEE-754标准中表示。该设计使用Xilinx Vivado软件,并在Virtex7 FPGA上实现。

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