Cyclic redundancy encoder for error detection in communication channels
Othman Omran Khalifa, M.D.R. Islam, Sheroz Khan
Abstract
Othman Omran Khalifa, M.D.R. Islam, Sheroz Khan
Abstract
This paper describes the methodology used and the implementation of the cyclic redundancy check (CRC) algorithm using C++ programming. The technique gained its popularity because it combines three advantages: extreme error detection capabilities, little overhead, and ease of implementation. The CRC is calculated by performing a modulo 2 division of the data by a generator polynomial and recording the remainder after division. The most commonly used polynomials are implemented. The conclusions and analysis results were shown and suggest that the cyclic redundancy check encoder be used in error detection for digital signals due to its ability to quickly determine if errors are present. The redundancy bits produced by the cyclic encoder enable the receiver to quickly determine if an error was produced. Different types of polynomials are used in the CRC.
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This paper describes the methodology used and the implementation of the cyclic redundancy check (CRC) algorithm using C++ programming. The technique gained its popularity because it combines three advantages: extreme error detection capabilities, little overhead, and ease of implementation. The CRC is calculated by performing a modulo 2 division of the data by a generator polynomial and recording the remainder after division. The most commonly used polynomials are implemented. The conclusions and analysis results were shown and suggest that the cyclic redundancy check encoder be used in error detection for digital signals due to its ability to quickly determine if errors are present. The redundancy bits produced by the cyclic encoder enable the receiver to quickly determine if an error was produced. Different types of polynomials are used in the CRC.
Key concepts: Cyclic redundancy check, Redundancy (engineering), Computer science, Error detection and correction, Encoder, Triple modular redundancy, Modulo, Algorithm