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Modified Scaling-Free Micro-Rotation Based Circular CORDIC Algorithm Using Taylor Series Expansion of Sine and Cosine

机译:基于正弦和余弦泰勒级数展开的改进的无标度微旋转圆形CORDIC算法

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This paper Proposes the Scaling-free Micro-rotation based CORDIC algorithm that completely eliminates the scale factormultiplication. By employing the Taylor series expansion of sine and cosine in circular trajectory, the proposed method removes the multiplication of the scale factor. The accuracy of the result is based on the selection of the order of approximation of Taylor series, proposed method takes third order approximation which meets the accuracy requirement and attains the desired range of convergence. Also we have suggested an algorithm that redefine the elementary angles with high speed most significant-1 detection for reducing the number of CORDIC iterations. Compared to conventional CORDIC algorithm the proposed algorithm has less time delay and utilizes less number of slices on the Xilinx Vertex XC4VFX12 device.
机译:提出了一种基于无标度微旋转的CORDIC算法,该算法完全消除了比例因子的乘法。通过在圆形轨迹中采用正弦和余弦的泰勒级数展开,该方法消除了比例因子的乘法。结果的准确性基于泰勒级数逼近顺序的选择,所提出的方法采用三阶逼近,其满足精度要求并达到期望的收敛范围。我们还提出了一种算法,该算法可通过高速最高有效1检测重新定义基本角,以减少CORDIC迭代的次数。与传统的CORDIC算法相比,该算法在Xilinx Vertex XC4VFX12器件上具有更少的时间延迟和更少的切片数量。

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