2011Unpublished venueRequires access

FPGA implementation of floatingpoint rotation mode CORDIC algorithm

G. Gopikiran, R. Thilagavathy

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Abstract

In this paper we implemented a single-precision floating-point CORDIC algorithm in rotation mode. The architecture of floating point CORDIC algorithm is in a floating-point representation for the angle. The angle is represented as a combination of exponent, microrotation bits and two bits to indicates rotation over 0 to π radians. Representing floating-point angle in this form maintains the accuracy that is presented in the input data which makes it to suitable for implementing a floating-point given operations.

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What this paper is about

In this paper we implemented a single-precision floating-point CORDIC algorithm in rotation mode. The architecture of floating point CORDIC algorithm is in a floating-point representation for the angle. The angle is represented as a combination of exponent, microrotation bits and two bits to indicates rotation over 0 to π radians. Representing floating-point angle in this form maintains the accuracy that is presented in the input data which makes it to suitable for implementing a floating-point given operations.

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Available abstract

In this paper we implemented a single-precision floating-point CORDIC algorithm in rotation mode. The architecture of floating point CORDIC algorithm is in a floating-point representation for the angle. The angle is represented as a combination of exponent, microrotation bits and two bits to indicates rotation over 0 to π radians. Representing floating-point angle in this form maintains the accuracy that is presented in the input data which makes it to suitable for implementing a floating-point given operations.

Key concepts: CORDIC, Floating point, Rotation (mathematics), Field-programmable gate array, Point (geometry), Computer science, Algorithm, Mode (computer interface)

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