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CORDIC trigonometric algorithms for processing of arithmetic operations - involves iterative computation of XYZ values with data word-width of N bits using adder and subtractor units

机译:用于处理算术运算的CORDIC三角算法-涉及使用加法器和减法器单元对N位数据字宽的XYZ值进行迭代计算

摘要

A so called CORDIC trigonometric computing technique provides a simplified means of processing of arithmetic functions. The process uses algorithms performing iterative operations and has adder/subtractor blocks (X, Y, Z). One block (Z) has n/3 adder units, where 'n' is the number of adders previously utilised. A code conversion process is used (U) that is in table form. In a rotation mode, a specific number of bits are used (delta, sigma). In a vector mode, values are fed to an adder/subtractor (S, A). ADVANTAGE - Reduced hardware requiremnt.
机译:所谓的CORDIC三角计算技术提供了一种简化的算术函数处理方式。该过程使用执行迭代操作的算法,并具有加法器/减法器块(X,Y,Z)。一个块(Z)具有n / 3个加法器单元,其中“ n”是先前使用的加法器数。使用表形式的代码转换过程(U)。在旋转模式下,使用特定数量的位(增量,西格玛)。在矢量模式下,将值馈入加法器/减法器(S,A)。优势-减少硬件需求。

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