2016International journal of advance research and innovative ideas in educationRequires access

Implementation Of CORDIC Algorithms For Fundamental Calculation

P. D. Patel, Hardik Modi

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Abstract

CORDIC or Coordinate Rotation Digital Computer is a faster and easy to implement and powerful algorithm used in real time computations, trigonometric calculation. There are two mode in CORDIC Algorithm one is rotating mode and other is vectoring mode. Here We use CORDIC algorithm for fundamental calculation like triangular calculation using Xlinx 12.1 and FPGA Spartan 3E.CORDIC has use simple shift and add operation there is no multiplication and division is there. Here we use pipelined CORDIC algorithm for better performance. At the last Final results has been compared with base paper. Simple Multiplier is use to calculate simple mathematical calculation for more than two dimension and spectrum calculation generally not possible that’s why here we design CORDIC algorithm.

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What this paper is about

CORDIC or Coordinate Rotation Digital Computer is a faster and easy to implement and powerful algorithm used in real time computations, trigonometric calculation. There are two mode in CORDIC Algorithm one is rotating mode and other is vectoring mode. Here We use CORDIC algorithm for fundamental calculation like triangular calculation using Xlinx 12.1 and FPGA Spartan 3E.CORDIC has use simple shift and add operation there is no multiplication and division is there. Here we use pipelined CORDIC algorithm for better performance. At the last Final results has been compared with base paper. Simple Multiplier is use to calculate simple mathematical calculation for more than two dimension and spectrum calculation generally not possible that’s why here we design CORDIC algorithm.

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Available abstract

CORDIC or Coordinate Rotation Digital Computer is a faster and easy to implement and powerful algorithm used in real time computations, trigonometric calculation. There are two mode in CORDIC Algorithm one is rotating mode and other is vectoring mode. Here We use CORDIC algorithm for fundamental calculation like triangular calculation using Xlinx 12.1 and FPGA Spartan 3E.CORDIC has use simple shift and add operation there is no multiplication and division is there. Here we use pipelined CORDIC algorithm for better performance. At the last Final results has been compared with base paper. Simple Multiplier is use to calculate simple mathematical calculation for more than two dimension and spectrum calculation generally not possible that’s why here we design CORDIC algorithm.

Key concepts: CORDIC, Simple (philosophy), Computer science, Algorithm, Computation, Field-programmable gate array, Trigonometric functions, Multiplication (music)

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