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Design and synthesis of goldschmidt algorithm based floating point divider on FPGA

机译:FPGA中基于Goldschmidt算法的浮点除法器的设计与综合

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This paper presents a single precision floating point division based on Goldschmidt computational division algorithm. The Goldschmidt computational algorithm is implemented using 32-bit floating point multiplier and subtractor. The salient feature of this proposed design is that the module for computing mantissa in 32-bit floating point multiplier is designed using a 24-bit Vedic multiplication (Urdhva-triyakbhyam-sutra) technique. 32-bit floating point multiplier, designed using Vedic multiplication technique, yields a higher computational speed and is used to increase the performance of the floating point divider. The main objective is to synthesize the proposed floating point divider on FPGA using Verilog hardware description language (HDL). The proposed floating point divider can be used in the design of floating point divide - add fused (DAF) architecture.
机译:本文介绍了基于Goldschmidt计算划分算法的单一精密浮点分割。 Goldschmidt计算算法使用32位浮点乘法器和减法器实现。该提出设计的突出特征是使用24位Vedic乘法(URDHVA-Triyakbhyam-Sutra)技术设计了用于计算32位浮点倍增器中的Mantissa的模块。使用Vedic乘法技术设计的32位浮点倍增器产生更高的计算速度,并用于增加浮点分压器的性能。主要目的是使用Verilog硬件描述语言(HDL)在FPGA上综合建议的浮点分压器。建议的浮点分配器可用于浮点分割的设计 - 添加融合(DAF)架构。

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