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    • 1. 发明授权
    • Floating point unit with fused multiply add and method for calculating a result with a floating point unit
    • 具有融合乘法的浮点单元和用浮点单元计算结果的方法
    • US07461117B2
    • 2008-12-02
    • US11055812
    • 2005-02-11
    • Son Dao TrongJuergen HaessChristian JacobiKlaus Michael KroenerSilvia Melitta MuellerJochen Preiss
    • Son Dao TrongJuergen HaessChristian JacobiKlaus Michael KroenerSilvia Melitta MuellerJochen Preiss
    • G06F7/483
    • G06F7/483G06F7/5443
    • The invention proposes a Floating Point Unit (1) with fused multiply add, with one addend operand (eb, fb) and two multiplicand operands (ea, fa; ec, fc), with a shift amount logic (2) which based on the exponents of the operands (ea, eb and ec) computes an alignment shift amount, with an alignment logic (3) which uses the alignment shift amount to align the fraction (fb) of the addend operand, with a multiply logic (4) which multiplies the fractions of the multiplicand operands (fa, fc), with a adder logic (5) which adds the outputs of the alignment logic (3) and the multiply logic (4), with a normalization logic (6) which normalizes the output of the adder logic (5), which is characterized in that a leading zero logic (7) is provided which computes the number of leading zeros of the fraction of the addend operand (fb), and that a compare logic (8) is provided which based on the number of leading zeros and the alignment shift amount computes select signals that indicate whether the most significant bits of the alignment logic (3) output have all the same value in order to: a) control the carry logic of the adder logic (5) and/or b) control a stage of the normalization logic (6).
    • 本发明提出了一种具有融合乘法运算的浮点单元(1),具有一个加数运算数(eb,fb)和两个被乘数运算符(ea,fa; ec,fc),其中移位量逻辑(2)基于 操作数(ea,eb和ec)的指数利用对准逻辑(3)计算对准偏移量,该对准逻辑(3)使用对准移位量来对齐加数操作数的分数(fb)与乘法逻辑(4) 将乘法器操作数(fa,fc)的分数与加法器逻辑(5)相乘,该逻辑(5)将对准逻辑(3)和乘法逻辑(4)的输出与归一化逻辑(6)进行归一化,归一化逻辑(6) 加法器逻辑(5)的特征在于提供一个前导零逻辑(7),其计算加法运算数(fb)的分数的前导零的数量,并且提供比较逻辑(8) 其基于前导零的数量和对准偏移量计算指示mo的选择信号 对准逻辑(3)输出的高有效位具有全部相同的值,以便:a)控制加法器逻辑(5)的进位逻辑和/或b)控制归一化逻辑(6)的阶段。
    • 2. 发明申请
    • Floating point unit with fused multiply add and method for calculating a result with a floating point unit
    • 具有融合乘法的浮点单元和用浮点单元计算结果的方法
    • US20060184601A1
    • 2006-08-17
    • US11055812
    • 2005-02-11
    • Son TrongJuergen HaessChristian JacobiKlaus KroenerSilvia MuellerJochen Preiss
    • Son TrongJuergen HaessChristian JacobiKlaus KroenerSilvia MuellerJochen Preiss
    • G06F7/38
    • G06F7/483G06F7/5443
    • The invention proposes a Floating Point Unit (1) with fused multiply add, with one addend operand (eb, fb) and two multiplicand operands (ea, fa; ec, fc), with a shift amount logic (2) which based on the exponents of the operands (ea, eb and ec) computes an alignment shift amount, with an alignment logic (3) which uses the alignment shift amount to align the fraction (fb) of the addend operand, with a multiply logic (4) which multiplies the fractions of the multiplicand operands (fa, fc), with a adder logic (5) which adds the outputs of the alignment logic (3) and the multiply logic (4), with a normalization logic (6) which normalizes the output of the adder logic (5), which is characterized in that a leading zero logic (7) is provided which computes the number of leading zeros of the fraction of the addend operand (fb), and that a compare logic (8) is provided which based on the number of leading zeros and the alignment shift amount computes select signals that indicate whether the most significant bits of the alignment logic (3) output have all the same value in order to: a) control the carry logic of the adder logic (5) and/or b) control a stage of the normalization logic (6).
    • 本发明提出了一种具有融合乘法运算的浮点单元(1),具有一个加数运算数(eb,fb)和两个被乘数运算符(ea,fa; ec,fc),其中移位量逻辑(2)基于 操作数(ea,eb和ec)的指数利用对准逻辑(3)计算对准偏移量,该对准逻辑(3)使用对准移位量来对齐加数操作数的分数(fb)与乘法逻辑(4) 将乘法器操作数(fa,fc)的分数与加法器逻辑(5)相乘,该逻辑(5)将对准逻辑(3)和乘法逻辑(4)的输出与归一化逻辑(6)进行归一化,归一化逻辑(6) 加法器逻辑(5)的特征在于提供一个前导零逻辑(7),其计算加法运算数(fb)的分数的前导零的数量,并且提供比较逻辑(8) 其基于前导零的数量和对准移位量计算选择信号i 指出对齐逻辑(3)输出的最高有效位是否具有全部相同的值,以便:a)控制加法器逻辑(5)的进位逻辑和/或b)控制归一化逻辑(6 )。