Bandwidth reduction in cognitive radio

TL;DR

This paper proposes a bandwidth-efficient transmission model for cognitive radio using binary cyclic codes based on BCH codes, enabling secondary users to utilize unused primary user bandwidth dynamically.

Contribution

It introduces a novel transmission scheme employing binary BCH codes with increasing lengths, facilitating dynamic bandwidth sharing in cognitive radio networks.

Findings

Effective bandwidth utilization through secondary access.

Dynamic adaptation of transmission parameters based on primary user activity.

Enhanced spectrum efficiency in cognitive radio systems.

Abstract

Due to mushroom development of wireless devices cognitive radio is used to resolve the bandwidth utilization and sacristy problem. The crafty usage of bandwidth in cognitive radio based on error correcting codes is ensured to accomodate un authorized user. This study proposes a transmission model by which a finite sequence of binary cyclic codes constructed by a binary BCH code of length $n=2^{s}-1$, in which all codes have same error correction capability and code rate but sequentially increasing code lengths greater than $n$. Initially all these codes are carrying data of their corresponding primary users. A transmission pattern is planned in the sprit of interweave model deals the transmission parameters; modulation scheme, bandwidth and code rate. Whenever, any of the primary users having mod of transmission, the binary cyclic code, is not using its allocated bandwidth, the user having its data built by binary BCH code enter and exploit the free path as a secondary user. Eventually whenever the primary user with $W$ bandwidth having binary BCH code for its data transmission, change its status as a secondary user, it just requires the bandwidth less than $W$.