Analysis of Transformer Health Index Using Bayesian Statistical Models

Abstract

Health index (HI) is a very useful tool for rep- resenting the overall health of a complex asset, such as the power transformer, due to the fact that it quantifies equipment condition based on different criteria that are related to the long- term degradation factors that cumulatively lead to the asset’s end-of-life. The main concern with HI computation is with the practical management of the numerous criteria that are combined in different ways (with proprietary information and associated weighting factors) to produce a HI value. Hence, several authors have proposed different approaches to the HI calculation, e.g., analytical expressions, logistic regression, fuzzy logic, support vector machines, and artificial neural networks. This paper proposes using Bayesian multinomial logistic regression for the HI calculation. This approach offers high flexibility with multiple metric and/or nominal predictors, including correlation and interaction between predictors, and acknowledges the fact that the transformer HI is described with three to five categories. It further offers high model interpretability and benefits from the Bayesian ability to quantize uncertainty in model parameters.

Publication
3rd International Conference on Smart and Sustainable Technologies (SpliTech)
Petar Sarajčev
Petar Sarajčev
Full Professor | Department of Power Grids and Substations
Damir Jakus
Damir Jakus
Full Professor | Department of Power Grids and Substations

Researcher and a full professor at the Faculty of Electrical Engineering, Mechanical Engineering and Naval Architecture in Split. His research interests include power system optimization and planning, RES integration, electricity market modeling.

Josip Vasilj
Josip Vasilj
Associate Professor | Department of Power Grids and Substations

Researcher and Associate Professor at the Faculty of Electrical Engineering, Mechanical Engineering, and Naval Architecture in Split, where he teaches courses related to engineering economics, power system analysis, power grids and machine learning. His research focus is the application of advanced numerical methods to problems in the analysis and planning of power system operations.