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Comparative analysis of radix-2, radix-4, radix-8 CORDIC processors

机译:基数-2,基拉扎-4,拉紧绳处理器的比较分析

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Digital Signal Processing is widely used in number of data streaming applications. The analytical treatment of all DSP algorithms involve basic arithmetic operations like multiplication and division besides the transcendental functions viz. trigonometric, inverse trigonometric, logarithmic, exponential etc. Generally used software solutions for digital implementation of these products are table look up or Taylor series expansion, but these require large memory and calculation become tedious. Coordinate rotational Digital Computer is one such technique which uses just shift and add arithmetic to implement different functions. By varying few simple parameters, it can be used to efficiently implement trigonometric, logarithmic, exponential function etc. Since it uses only shift and add arithmetic, VLSI implementation of such an algorithm is achievable. Radix-2 CORDIC Processor requires n iteration for n bit input data, so the latency is large. So to reduce the latency higher radix i.e. radix-4 and radix-8 can be employed, which reduces the number of iterations from n/2 to n/4. It is observed from the simulation and synthesis result that radix-8 is more energy efficient and gives high throughput compared to that of radix-2 and radix-4 CORDIC architectures with extra area overhead.
机译:数字信号处理广泛用于数据流应用的数量。除了外向函数VIZ之外,所有DSP算法的分析处理都涉及乘法和划分等基本算术运算。三角逆三角,对数,指数等。通常使用这些产品的数字实施软件解决方案是表查找或泰勒系列扩展,但这些需要大的内存,计算变得繁琐。坐标旋转数字计算机是一种使用的技术,其使用只是移位并添加算术以实现不同的功能。通过改变少数简单参数,它可以用于有效地实现三角函数,对数,指数函数等。因为它仅使用Shift并添加算法,因此可以实现这种算法的VLSI实现。 RADIX-2 CORDIC处理器需要n个迭代N位输入数据,因此延迟很大。因此,为了减少延迟更高的基数,即可以采用基数-4和基数-8,从而减少了从n / 2到n / 4的迭代次数。从仿真和合成结果观察到的仿真和合成结果,而基准-8更节能,并与Radix-2和Radix-4 Cordic架构相比提供了高吞吐量,具有额外的区域开销。

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