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Design and Implementation of CORDIC algorithm using Integrated Adder and Subtractor

机译:使用集成加法器和减法器的CORDIC算法的设计与实现

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CORDIC (Coordinate Rotation Digital Computer) has been designed and implemented in many variants in the past five decades where the different architectures of the algorithm were used in many diverse applications. CORDIC algorithm is a flexible shift and add algorithm having an important feature of reduced quantization errors in the case of higher word lengths when compared to other algorithms. The major issue with the algorithm is due to its linear rate convergence with the speed of iteration. Its overall performance is also affected due to repeated number of shift and adds operations and thereby leading to high power consumption. The main aim of this work is to use a new integrated adder and subtractor designed using reversible gates in the place of binary adders and subtractors used in the previous design. This improved CORDIC uses an architecture where the rotation angle is split into micro rotation angles, where these angle sets provides faster convergence by reducing the number of iterations. Overall performance of the proposed algorithm is implemented using variety of FPGA families like Virtex-4, Virtex-5 and Artix-7 devices with comparison to parameters like area, frequency and power consumed. It is compared with the Conventional CORDIC and LH CORDIC designs.
机译:在过去五十年中,在许多算法中使用了许多不同架构的许多不同应用程序中的许多变体设计和实现了Cordic(坐标旋转数字计算机)。 CORDIC算法是一种灵活的换档和添加算法,其与其他算法相比,在更高字长的情况下具有减少量化误差的重要特征。算法的主要问题是由于其线性速率收敛,迭代速度。由于重复的换档数量并增加了操作,因此其整体性能也受到影响,从而导致高功耗。这项工作的主要目的是使用新的集成加法器和减法器,使用可逆门设计,代替先前设计中使用的二进制加法器和减法器。这种改进的Cordic使用旋转角度被分成微旋转角度的架构,其中这些角度集通过减少迭代的数量来提供更快的收敛。所提出的算法的整体性能是使用Virtex-4,Virtex-5和ARTIX-7设备等各种FPGA系列实现的,与参数,频率和功耗相比。它与传统的CORDIC和LH CORDIC设计进行比较。

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