Ze Guo, Zuqi Tang, Zhuoxiang Ren. Tensor Decomposition-Based Model Order Reduction Applied to Multi-Parameter Electromagnetic Problems in the Context of Digital Twins[J]. High Voltage, 2025, 10(6).
DOI:
Ze Guo, Zuqi Tang, Zhuoxiang Ren. Tensor Decomposition-Based Model Order Reduction Applied to Multi-Parameter Electromagnetic Problems in the Context of Digital Twins[J]. High Voltage, 2025, 10(6). DOI: 10.1049/hve2.70013.
Tensor Decomposition-Based Model Order Reduction Applied to Multi-Parameter Electromagnetic Problems in the Context of Digital Twins
摘要
Abstract
Digital twin is considered the key technique for real-time monitoring and life-cycle management of electric equipment. To construct the digital twin model of electric equipment
a multi-parameter electromagnetic analysis is needed to generate a large amount of high fidelity data under various working condition. However
repeated solving such multi-parameter electromagnetic problems based on full order finite element method may lead to extreme scale calculations. To address this issue
a hybrid approach that combines tensor decomposition and proper orthogonal decomposition (POD) is introduced
which can effectively establish a reduced order model for multi-parameter electromagnetic field problems. The performance of the proposed approach is illustrated through three numerical examples
namely an electrical motor
a transformer and a voice coil actuator including parameter variations of operating conditions
geometric parameters
and material parameters. The numerical results show that the proposed hybrid approach has significant advantage compared to conventional reduced order model in situation where the solution changes dramatically within the parameter variation range and even more apparent when the parameter dimension is high.