A novel algorithm to reduce computational complexity in the evaluation of loop currents for very large electrical networks

Raj, SN and Thejas, C and Prabhu, V and Hiware, SA and Krishnamurthy, G (2018) A novel algorithm to reduce computational complexity in the evaluation of loop currents for very large electrical networks. In: 2018 3rd IEEE International Conference on Recent Trends in Electronics, Information & Communication Technology (RTEICT), 18-19 May 2018, Institute at Sri Venkateshwara College of Engineering (SVCE)Bangalore, pp. 2462-2465.

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Abstract

In this rapid development of world, electronics is one topic which is on the top of the list. The reason for development of electronics is the need of fast results, which is only possible by developing better performance circuits. As the need increases the performance of any electronics should increase, which makes the electrical circuits more large and complex. Hence to design such complex and large circuits, large amount of calculations need to be done. By using Cramer's rule, unique scalar values of loop current can be found. But, the time consumed for calculations gets higher and higher as the circuit gets larger. Therefore, to minimize the time consumed for calculation various mathematical methods are used. Mathematical concepts like LU Decomposition, Condensation Techniques and other concepts to decrease the calculations required to loop currents. By comparing these various methods will help us to find the loop currents in fewer steps. © 2018 IEEE.

Item Type:	Conference Paper
Publication:	2018 3rd IEEE International Conference on Recent Trends in Electronics, Information and Communication Technology, RTEICT 2018 - Proceedings
Publisher:	Institute of Electrical and Electronics Engineers Inc.
Additional Information:	cited By 0; Conference of 3rd IEEE International Conference on Recent Trends in Electronics, Information and Communication Technology, RTEICT 2018 ; Conference Date: 18 May 2018 Through 19 May 2018; Conference Code:158096
Keywords:	Calculations; Complex networks; Condensation, Chio's Condensation method; Cramer's rules; Gbeminiye Method; Laplace expansions; Rezaifar Method, Electric network parameters
Department/Centre:	Division of Interdisciplinary Sciences > Supercomputer Education & Research Centre
Date Deposited:	03 Sep 2020 07:13
Last Modified:	03 Sep 2020 07:13
URI:	http://eprints.iisc.ac.in/id/eprint/65018

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