Generalized Koopman Neural Operator for Data-Driven Modeling of Electric Railway Pantograph–Catenary Systems
Indexed incrossref
Abstract
In electric railways, the interaction performance of the pantograph-catenary systems (PCS) is crucial for maintaining a stable current supply. Establishing high-fidelity numerical models based on the finite element method is a common practice but with substantial computational complexity. Koopman Operator, a promising candidate for data-driven modelling, provides a global linear representation of nonlinear dynamic systems. In this paper, we develop a novel Generalized Koopman Neural Operator (GKNO) implemented by an Autoencoder and an improved Transformer for modelling complex nonlinear dynamic systems with large-scale degrees of freedom. It consists of an observable function, an evolution function, and an…
Citation impact
57
total citations
- FWCI
- 31.92
- Percentile
- 100%
- References
- 46
Citations per year
Authors
4Topics & keywords
Topics
Keywords
- Embedding
- Observable
- Nonlinear system
- Operator (biology)
- State variable
- Transformer
- Invertible matrix
- Representation (politics)
No related works found for this paper.
Funding
- CRChina RailwayAward: L2023G006
- NNNational Natural Science Foundation of ChinaAwards: 52477129, 52402481, U2468230, GZB20240626, 52472421, U2468229
- CPChina Postdoctoral Science FoundationAwards: 2024M762684, 2025T180449
- CAChina Academy of Railway SciencesAward: 2022YJ151
- FRFundamental Research Funds for the Central UniversitiesAward: XJ2024017801