Distributed Generation Planning Using the R Method
https://doi.org/10.21122/1029-7448-2025-68-6-504-516
Abstract
Nowadays micro-grids are employed to improve the resilience and stability of power systems. The supervised operation of several distributed generation (DG) in a distribution system will give customers enough options to select the better solution under various priorities. Strategic planning studies with a variety of options are presented to the decision-maker. Major problems faced by decision-makers are assigning weights to the attributes, using attribute data for various alternatives, and making final decisions. These problems can be effectively managed in the multi-attribute decision-making approach. It deals with choosing the best option from a large but finite number of options while taking into account how each option performs concerning several attributes. In this paper optimal planning of a DG using the R method considering various configurations such as hybrid DG, Micro-grid, and the grid is presented. Three attributes such as reliability, incremental cost, and T&D losses are considered in this paper. The results are compared with the Analytical Hierarchy Process approach. The R method is a relatively simple and efficient as it requires less time, limited attention of the decision maker, and a high capacity for processing the information. This research paper will help to develop a control algorithm using fuzzy for strategic planning of DGs.
About the Authors
S. GadeIndia
Nashik
M. Sangole
India
Nashik
R. Agrawal
India
Nashik
D. Patil
India
Address for correspondence:
Patil Dipak Pandurang
Sandip Institute of Engineering and Management
“DEEP AMRIT”, Plot No 46+47/3
Gajanan Chowk, Indranagri, Kamatwade Nashik (MS), Republic of India
Pin Code 422008
dipak.patil@siem.org.in
R. Jha
India
Nashik
Y. Risodkar
India
Nashik
A. Kumar
India
Nashik
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Review
For citations:
Gade S., Sangole M., Agrawal R., Patil D., Jha R., Risodkar Y., Kumar A. Distributed Generation Planning Using the R Method. ENERGETIKA. Proceedings of CIS higher education institutions and power engineering associations. 2025;68(6):504-516. https://doi.org/10.21122/1029-7448-2025-68-6-504-516






























