5G base station positioning model based on optimization algorithm
DOI:
https://doi.org/10.54097/hset.v12i.1359Keywords:
Multi-objective optimization model, greedy algorithm, K-Means clustering.Abstract
Based on the rapid development of 5G networks, the wider the bandwidth, the more limited the coverage. The problem of site selection is becoming more and more prominent. According to the coverage of the existing 5G network, this problem gives the weak coverage area of the existing network. It requires selecting a certain number of locations so that after the new base stations are built at these points, the weak coverage of the existing network can be solved. Network coverage issues in the coverage area. This paper establishes a related multi-objective programming model, and a heuristic algorithm is used to solve it. We first cleaned the data, judged the Euclidean distance between the existing base station and the weak coverage point according to the required minimum threshold of 10, and eliminated the points that did not meet the requirements. Due to the vast amount of data, the business volume was huge. Small dots are blurred. Set the coverage area of the base station as a sector. By adjusting the relationship between the calculation coverage radius and the angle, the angle between the three main directions is added as a constraint, and the planning is carried out again based on problem one location selection. The angle change is used as the decision variable, and the greedy algorithm is used to solve the problem. Moreover finally, the coordinates of each base station and the optimal sector angle that satisfy more than 90% of the traffic volume are: (232.6573, -111.668, -29.7508). Using the k-means clustering algorithm, the weak coverage points are clustered according to the requirements of less than 20, and the frequency and percentage of clusters are analyzed. The time complexity is calculated by testing the DVI index and the number of iterations. On this basis, Optimize our model. Finally, the evaluation and promotion of our model are carried out, and the detailed distribution map and clustering effect map of various base stations are given in the appendix.
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References
Hassan, Najmul, Kok-Lim Alvin Yau, and Celimuge Wu. "Edge computing in 5G: A review." IEEE Access 7 (2019): 127276-127289.
Ahmad, Wan Siti Halimatul Munirah Wan, et al. "5G technology: Towards dynamic spectrum sharing using cognitive radio networks." IEEE Access 8 (2020): 14460-14488.
Shafi, Mansoor, et al. "5G: A tutorial overview of standards, trials, challenges, deployment, and practice." IEEE journal on selected areas in communications 35.6 (2017): 1201-1221.
Marler, R. Timothy, and Jasbir S. Arora. "Survey of multi-objective optimization methods for engineering." Structural and multidisciplinary optimization 26.6 (2004): 369-395.
Asokan, P., et al. "Development of multi-objective optimization models for electrochemical machining process." The International Journal of Advanced Manufacturing Technology 39.1 (2008): 55-63.
Ahluwalia, Poonam Khanijo, and Arvind K. Nema. "A life cycle based multi-objective optimization model for the management of computer waste." Resources, Conservation and Recycling 51.4 (2007): 792-826.
Feo, Thomas A., and Mauricio GC Resende. "Greedy randomized adaptive search procedures." Journal of global optimization 6.2 (1995): 109-133.
Caruana, Rich, and Dayne Freitag. "Greedy attribute selection." Machine Learning Proceedings 1994. Morgan Kaufmann, 1994. 28-36.
Krishna, K., and M. Narasimha Murty. "Genetic K-means algorithm." IEEE Transactions on Systems, Man, and Cybernetics, Part B (Cybernetics) 29.3 (1999): 433-439.
Hartigan, John A., and Manchek A. Wong. "Algorithm AS 136: A k-means clustering algorithm." Journal of the royal statistical society. series c (applied statistics) 28.1 (1979): 100-108.
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