Minimizing path loss prediction error using k-means clustering and fuzzy logic
Minimizing path loss prediction error using k-means clustering and fuzzy logic
This research proposes an algorithmic scheme based on k-means clustering and fuzzy logic to minimize pathloss prediction error. The proposed k-means fuzzy scheme concurrently utilizes the area topographical variability andmultiple path loss prediction models to mitigate the prediction error inherent in the independent use of a conventionalpath loss model. Vegetation density, manmade structures, and transmission-receiver distances are the fuzzy inputsand the conventional path loss models the output: the free space loss, Walfisch–Ikegami, HATA, ECC-33, StanfordUniversity Interim, and ERICSSON models. The experimental results show that the path loss prediction error of thek-mean fuzzy scheme is only 2.67% compared to the the drive-test measurement, and this is the lowest relative to thatof the conventional models. The k-mean fuzzy scheme offers a novel means to approximate path loss in localities withdiverse topographical features and also efficiently mitigates the prediction error inherent in the independent use of theconventional prediction models.
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- [1] Prajesh P, Singh RK. A survey on various propagation models for wireless communication. In: ICACCT 2011 5th IEEE International Conference on Advanced Computing & Communication Technologies Conference; 25–28 September 2011; Jinan, China. New York, NY, USA: IEEE. pp. 61-64.
- [2] Rani P, Chauhan V, Kumar S, Hharma D. A review on wireless propagation models. International Journal of Innovative Research in Science and Engineering 2014; 3: 256-261.
- [3] Kumar M, Kumar V, Malik S. Performance and analysis of propagation models for predicting RSS for efficient handoff. International Journal of Advance Scientific and Technical Research 2012; 1: 61-70.
- [4] Parmar K, Nimavat VD. Comparative analysis of path loss propagation models in radio communication. International Journal of Innovative Research in Computer and Communication Engineering 2015; 3: 840-844.
- [5] Kutbay U, Ural AB, Hardalaç F. Underground electrical profile clustering using K-MEANS algorithm. In: Signal Processing and Communications Applications Conference; 16–19 May 2015; Malatya, Turkey. pp. 561-564.
- [6] Kutbay U, Hardalac F. CT liver tissue segmentation using distance regularized level set evolution based on spatial fuzzy clustering. Ener Educ Sci Tech-A 2012; 29: 715-720.
- [7] Nadir Z, Ahmad M. Path loss determination using Okumura-Hata model and cubic regression for missing data for Oman. In: Proceedings of IMECS Conference; 17–19 March 2010; Hong Kong. pp. 1-4.
- [8] Mollel M, Kisangiri M. Comparison of empirical propagation path loss models for mobile communication. Computer Engineering and Intelligent Systems 2014; 5: 1-10.
- [9] Tahat A, Alqudah Y. Analysis of propagation models at 2.1 GHz for simulation of a live 3G cellular network. In: IEEE 2011 Wireless Advanced Conference; 20–22 June 2011; London, UK. New York, NY, USA: IEEE. pp. 165-169.
- [10] Nadir Z, Elfadhil N, Touati F. Path loss determination using Okumura-Hata model and spline interpolation for missing data for Oman. In: WCE 2008 Proceedings of the World Congress on Engineering Conference; 2–4 July 2008; London, UK. pp. 1-4.
- [11] Joseph I, Konyeha CC. Urban area path loss propagation prediction and optimisation using Hata model at 800 MHz. J Appl Phys 2013; 3: 8-18.
- [12] Nisirat MA, Ismall M, Nissirat L, Al-Khawaldeh S. A terrain roughness correction factor for HATA path loss model at 900 MHz. Prog Electromagn Res 2012; 22: 11-22.
- [13] Sharma HK, Sahu S, Shama S. Enhanced cost231 W.I. propagation model in wireless network. International Journal of Computer Applications 2011; 19: 36-42.
- [14] Sarkar TK, Ji Z, Kim K, Medouri A, Salazar-Palma M. A survey of various propagation models for mobile communication. IEEE Antenn Propag M 2003; 45: 51-82.
- [15] Singh Y. Comparison of Okumura Hata and COST-231 models on the basis of path loss and signal strength. International Journal of Computer Applications 2012; 59: 37-41.
- [16] Abhayawardhana VS, Wassell IJ, Crosby D, Sellars MP, Brown MG. Comparison of empirical propagation path loss models for fixed wireless access systems. In: Vehicular Technology Conference; 30 May–1 June 2005; Stockholm, Sweden. New York, NY, USA: IEEE. pp. 73-77.
- [17] Sharma PK, Singh RK. Comparative analysis of propagation path loss models with field measured data. International Journal of Engineering Science and Technology 2010; 2: 2008-2013.
- [18] Mardeni R. Optimised COST-231 Hata models for WiMAX path loss prediction in suburban and open urban environments. Modern Applied Science 2010; 4: 75-89.
- [19] Mawjoud SA. Path loss propagation model prediction for GSM network planning. International Journal of Computer Applications 2013; 84: 30-33.
- [20] Shebani NM, Mohammed AE, Mosbah MA, Hassan YA. Simulation and analysis of path loss models for WiMax communication system. In: Third International Conference on Digital Information Processing and Communications; 30 January–1 Feb 2013; Dubai, United Arab Emirates. pp. 692-703.
- [21] Bahuguna U, Pradhan B. A review on path loss models for suburban using fuzzy Logic. International Journal of Computer Science 2014; 4: 74-78.
- [22] Ramesh V, Thangaraj S, Prasad JV. An efficient path loss prediction mechanism in wireless communication network using fuzzy logic. International Journal of Advanced Research in Computer Science and Software Engineering 2012; 2: 1-6.
- [23] Mathew S, Shylaja K, Jayasri T, Hemalatha M. Path loss prediction in wireless communication system using fuzzy logic. Indian Journal of Science and Technology 2014; 7: 642-647.