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DECIMAL FLOATING-POINT SQUARE-ROOT UNIT USING NEWTON-RAPHSON ITERATIONS

机译:使用牛顿-拉普森迭代法的十进制浮点方根单元

摘要

A system including: an input processing unit configured to: extract a significant and a bias exponent from the decimal floating-point radicand; and calculate a normalized significand; a square root unit configured to: calculate, using a FMA unit, a refined reciprocal square-root of the normalized significand; calculate an unrounded square-root of the normalized significand by multiplying the refined reciprocal square-root by the normalized significand; and generate a rounded square-root based on a first difference between the normalized significand and a square of the unrounded square-root; a master control unit operatively connected to the input processing hardware unit and the square-root hardware unit and configured to calculate an exponent for the unrounded square-root based on the number of leading zeros and a precision of the decimal floating-point radicand; and an output formulation unit configured to output a decimal floating-point square-root of the radicand based on the rounded square-root and the exponent.
机译:一种系统,包括:输入处理单元,被配置为:从十进制浮点对数提取有效和偏指数;以及并计算归一化的有效位数;平方根单元,配置为:使用FMA单元计算归一化有效位数的精炼倒数平方根;通过将精炼倒数平方根乘以归一化有效位数来计算归一化有效位数的未取整平方根;并基于归一化有效位数与未取平方的平方根的平方之间的第一差生成取平方的平方根;主控制单元,可操作地连接到输入处理硬件单元和平方根硬件单元,并配置为基于前导零的数目和十进制浮点弧度的精度来计算未舍入的平方根的指数;输出公式化单元,其配置为基于所述四舍五入的平方根和所述指数,输出所述被乘数的十进制浮点数平方根。

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