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引用次数: 123

摘要

由于算法的复杂性,平方根运算很难在fpga上实现。本文提出了一种非恢复平方根算法,并在fpga上实现了两种非常简单的单精度浮点平方根算法。一种是使用传统加/减法器的低成本迭代实现。操作时延为25个时钟周期,发布速率为24个时钟周期。另一种是使用多个加/减法器的高吞吐量流水线实现。操作时延为15个时钟周期,发布速率为1个时钟周期。这意味着流水线实现能够在每个时钟周期上接受平方根指令。
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Implementation of single precision floating point square root on FPGAs
The square root operation is hard to implement on FPGAs because of the complexity of the algorithms. In this paper, we present a non-restoring square root algorithm and two very simple single precision floating point square root implementations based on the algorithm on FPGAs. One is low-cost iterative implementation that uses a traditional adder/subtracter. The operation latency is 25 clock cycles and the issue rate is 24 clock cycles. The other is high-throughput pipelined implementation that uses multiple adder/subtracters. The operation latency is 15 clock cycles and the issue rate is one clock cycle. It means that the pipelined implementation is capable of accepting a square root instruction on every clock cycle.
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