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root i ( i) arithmetic radix-8 fixed-point FFT logic circuit characterized by a retention of

机译:根i(i)算术基数8定点FFT逻辑电路,其特征在于保留

摘要

PROBLEM TO BE SOLVED: To reduce the rounding error of a high speed Fourier transformation (FFT) arithmetic operation.;SOLUTION: Data appearing as an irrational number (√, square root) among rotation factors on a complex plane included in a butterfly arithmetic operation (8p) are not intentionally calculated, but preserved in a memory installed in one stage among a plurality of stages of an FFT integrated into a pipe line in multi-stages, and when the data reappear in the subsequent stage, an arithmetic operation to multiply two rotation factors is performed. Thus, it is possible to eliminate any rounding error during the butterfly arithmetic operation (8p) of a radix 8(radix-8). Furthermore, it is possible to apply this invention to cover more stages by the butterfly arithmetic operation of a radix 2(radix-s) or a radix (radix-4).;COPYRIGHT: (C)2012,JPO&INPIT
机译:解决的问题:减少高速傅里叶变换(FFT)算术运算的舍入误差;解决方案:数据以蝶形算术中包含的复平面上旋转因子中的无理数(&radic ;,平方根)出现运算(8p)不是有意计算的,而是保存在多级集成到管线的FFT的多级中的一级中安装的存储器中,并且当数据在下一级中再次出现时,将两个旋转因子相乘。因此,可以消除在基数8(基数8)的蝶形算术运算(8p)期间的任何舍入误差。此外,通过对基数2(radix-s)或基数(radix-4)进行蝶形运算,可以将本发明应用于更多阶段。版权所有:(C)2012,JPO&INPIT

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