Explainable Prognostics Method through Differential Evolved RVR Ensemble of Relevance Vector Machines

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Published Oct 26, 2023
Miltiadis Alamaniotis

Abstract

Operating experience from various mechanical components indicates that their operating performance depends on non-well known physical mechanisms, while it is likely that  various unexpected factors will act as catalysts for reaching the failure point. Therefore, one way to overcome the partially knowledge of physical mechanisms is the use of data-driven methods that estimate the degradation patterns and predict the failure point. Thus, there is a growing need to design and develop new and more sophisticated prognostic technologies that can estimate the remaining useful life of a mechanical component. In this work, a new method for prognostics is proposed that not only provides a prediction over the failure point but also provides an explanation over the rationale behind that prediction. The proposed method utilized tools from artificial intelligence and more specifically relevance vector machines (RVM) and differential evolution (DE). The cornerstone of the method is the assembly of an ensemble comprised of multiple RVM equipped with different kernels, and the subsequent evolution of the ensemble using the differential evolution. DE will provide a set of values for the coefficients of the ensemble. Then based on the coefficients together with their associated RVMs are used to provide an explanation over the prediction. The explanation stems from the kernels themselves as each kernel models different set of properties. The presented method is tested on a set of real-world degradation data taken from a Gas Turbine (GT) propulsion plant.

How to Cite

Alamaniotis, M. (2023). Explainable Prognostics Method through Differential Evolved RVR Ensemble of Relevance Vector Machines. Annual Conference of the PHM Society, 15(1). https://doi.org/10.36001/phmconf.2023.v15i1.3515
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Keywords

RVR, Explainable AI, Differential Evolution, Ensemble Learning

References
Ambade, A., Karnik, S., Songchitruksa, P., Sinha, R. R., & Gupta, S. (2021). Electrical Submersible Pump Prognostics and Health Monitoring Using Machine Learning and Natural Language Processing. In SPE Symposium: Artificial Intelligence-Towards a

Resilient and Efficient Energy Industry. OnePetro.

Alamaniotis, M., Bargiotas, D., Bourbakis, N. G., & Tsoukalas, L. H. (2015). Genetic optimal regression of relevance vector machines for electricity pricing signal forecasting in smart grids. IEEE Transactions on Smart Grid, 6(6), pp. 2997-3005.

Alamaniotis, M., Ikonomopoulos, A., & Tsoukalas, L. H. (2012). Probabilistic kernel approach to online monitoring of nuclear power plants. Nuclear Technology, 177(1), pp. 132-145.

Alamaniotis, M. and Cappelli, M., (2018). Intelligent identification of boiling water reactor state utilizing relevance vector regression models. Journal of Nuclear Engineering and Radiation Science, 4(2).

Alamaniotis, M., Grelle, A., & Tsoukalas, L. H. (2014). Regression to fuzziness method for estimation of
remaining useful life in power plant components. Mechanical Systems and Signal Processing, 48(1-2), 188-198.

Baptista, M., Prendinger, H., & Henriques, E. (2020). Prognostics in aeronautics with deep recurrent neural networks. In PHM Society European Conference (Vol. 5, No. 1, pp. 11-11).

Coble, J., & Hines, J. W. (2009). Identifying optimal prognostic parameters from data: a genetic algorithms approach. In Annual Conference of the PHM Society (Vol. 1, No. 1).

Coble, J., Ramuhalli, P., Bond, L., Hines, J. and Ipadhyaya, B., (2015). A review of prognostics and health management applications in nuclear power plants. International Journal of Prognostics and Health Management, 6(3), pp. 1-22.

Elattar, H. M., Elminir, H. K., & Riad, A. M. (2016). Prognostics: a literature review. Complex & Intelligent Systems, 2(2), pp. 125-154.

Hines, W.J., & Usynin, A. (2008). Current computational trends in equipment prognostics. International Journal of Computational Intelligence Systems, 1(1), 94-102.

Li, H., Pan, D., & Chen, C. P. (2014). Intelligent prognostics for battery health monitoring using the mean entropy and
relevance vector machine. IEEE Transactions on Systems, Man, and Cybernetics: Systems, 44(7), pp. 851- 862.

Liu, C., Zhang, L., Niu, J., Yao, R., & Wu, C. (2020). Intelligent prognostics of machining tools based on adaptive variational mode decomposition and deep learning method with attention mechanism. Neurocomputing, 417, pp. 239-254.

Meng, H., & Li, Y. F. (2019). A review on prognostics and health management (PHM) methods of lithium-ion batteries. Renewable and Sustainable Energy Reviews, 116, pp. 109405.

Nguyen, D. V., Kefalas, M., Yang, K., Apostolidis, A., Olhofer, M., Limmer, S., & Bäck, T. H. W. (2019). A review: Prognostics and health management in automotive and aerospace. International Journal of Prognostics and Health Management, 10(2), pp. 1-35.

Nor, A. K. M., Pedapati, S. R., Muhammad, M., & Leiva, V. (2021). Overview of explainable artificial intelligence for prognostic and health management of industrial assets based on preferred reporting items for systematic reviews and meta-analyses. Sensors, 21(23), pp. 8020.

Opara, K. R., & Arabas, J. (2019). Differential Evolution: A survey of theoretical analyses. Swarm and evolutionary
computation, 44, 546-558.

Raouf, I., Khan, A., Khalid, S., Sohail, M., Azad, M. M., & Kim, H. S. (2022). Sensor-Based Prognostic Health
Management of Advanced Driver Assistance System for Autonomous Vehicles: A Recent Survey. Mathematics, 10(18), pp. 3233.

Rasmussen, C. E., & Williams, C. K. (2006). Gaussian processes for machine learning (Vol. 1, p. 159).
Cambridge, MA: MIT Press.

Rescher, N., (1998). Predicting the future: An introduction to the theory of forecasting. SUNY Press.

Sankararaman, S., & Goebel, K. (2015). Uncertainty in prognostics and systems health management. International Journal of Prognostics and Health Management, 6(4), pp. 777-780.

Storn, R., & Price, K. (1997). Differential evolution - a simple and efficient heuristic for global optimization
over continuous spaces. Journal of global optimization, 11(4), pp. 341.

Wu, D., Jennings, C., Terpenny, J., Gao, R. X., & Kumara, S. (2017). A comparative study on machine learning algorithms for smart manufacturing: tool wear prediction using random forests. Journal of Manufacturing Science and Engineering, 139(7)
Section
Technical Research Papers