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📄 IJAERD-OJS-0233

COMPARATIVE ANALYSIS OF THREE INDOOR MODELS IN TERMS OF ENERGY LOSS & BER USING DIFFERENT CONSTRAINTS

Author(s):Pinky Devi, Dr. Shelly Garg, Mr. Kapil
Institution:ECE Deptt., INDUS, KUK, India
Published In:Vol. 1, Issue 9 — September 2014
Page No.:11-18
Domain:Engineering
Type:Research Paper
ISSN (Online):2348-4470
ISSN (Print):2348-6406
Abstract

In indoor mobile networks the investments are highly based on spectrum availability and its associatedauthorization options. Some physical properties of the network like spectrum type, propagation type are set up when thenetwork environment is defined which control the network communication. There are number of constraints which affectthe communication over network and all the constraints depend upon network type, its topology and type ofcommunication. It is required to define the network under defined constraints to obtain the optimum output from thenetwork. The application of constraint satisfaction programming is used in the indoor environment to predict the signalprocessing. In this paper communication analysis on indoor mobile network is focused which considered small area likea room or the building. A comparative analysis has been done in the presented work in terms of BER and energy loss forthree indoor propagation models named Rayleigh propagation model, Friis propagation model and Log-distanceshadowing propagation model using distance, density and energy parameters which define the constraints and reductionor BER in indoor mobile network . Most of the radio simulators predict only the mean power but fading also affects thesystem performance so noisy channel also considered in this work so that optimum output is obtained in indoorenvironment.

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🕮 How to Cite

Pinky Devi, Dr. Shelly Garg, Mr. Kapil, “COMPARATIVE ANALYSIS OF THREE INDOOR MODELS IN TERMS OF ENERGY LOSS & BER USING DIFFERENT CONSTRAINTS”, International Journal of Advance Engineering and Research Development (IJAERD), Vol. 1, Issue 9, pp. 11-18, September 2014.

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Vol. 13 | Issue 4
April 2026