Skip to content

Interpretable Generative Model for Aero-Engine Fault Clustering

2026 · IEEE Transactions on Reliability · Vol 75, pp. 2653-2667 · 0 citations · 36 references
Computer Science

Abstract

Data-driven models are increasingly used to monitor complex industrial systems under varying operating conditions; however, their practical adoption is often constrained by limited labeled data and a lack of interpretability from an end-user perspective, where low-rank representations and context-irrelevant diagnosis are preferred. This study proposes a generative modeling framework for aero-engine fault clustering that emphasizes user-oriented interpretability, bridging data-driven learning with engineering diagnostic practice. The model adds a low-rank discriminative regularization to a mixture-based conditional variational autoencoder, enabling context-free clustering of multiple fault types. First, the learned latent structure yields compact and separable representations for multiple faults. Second, the associated covariance patterns are mapped back to sensor correlations within a reference context, aligning with how maintenance engineers recognize fault symptoms. Experimental results on both N-CMAPSS and real-world aero-engine datasets verify that the proposed approach yields superior clustering performance and reveals interpretable degradation patterns, supporting reliable diagnosis and informed decision-making in complex system health management.

View source

Similar papers

#artificial intelligence Preprint Oct 2026

TSAE: Structured Sparse Autoencoders for Interpreting Time-Series Forecasting Models

Time-series forecasting informs critical decisions in energy dispatch, industrial operations, and environmental monitoring; understanding the patterns models rely on is essential for assessing reliability and identifying failures. Input attribution identifies important variables and time segments but offers limited ins...

Bao-Xi Liu, Yi Xie · 0 citations
Preprint Aug 2026

Fault detection on manifolds of nonlinear dynamical systems with dual autoencoders

A mathematical representation of the output data is developed using Koopman operator theory, which motivates their embedding on a manifold and its subsequent approximation with a two-stage autoencoder, which provides favorable fault-detection performance compared with standard autoencoders.

Bulut Kuskonmaz, Szymon Gres, Rafał Wiśniewski · 0 citations
Preprint Aug 2026

Fuzzy-MoE: Interpretable Regime-Conditioned Expert Routing for Non-Stationary Multivariate Time Series Forecasting

In non-stationary multivariate time series, different variables and samples often exhibit heterogeneous latent dynamic states, while existing deep forecasting models usually compress them into a unified end-to-end mapping, leading to suboptimal modeling of time-varying dynamics and limited interpretability regarding wh...

Lan Guo, Jie Xiao, Zhao Su et al. · 0 citations
Conference Aug 2026

Deep Switching Koopman Networks: Discovery of Switching Dynamic Regimes in Industrial Systems

Reliable modeling of non-stationary multivariate time series, particularly those arising in industrial monitoring, requires capturing the dynamics that govern sequential observations. Existing CNN- and Transformer-based classifiers often rely on stationary discriminative patterns and therefore do not explicitly represe...

Zhen-Yi Zhu, Ling-Zheng Zhang, Chen Shao et al. · 0 citations

We use cookies to run the site and, with your consent, for analytics and to show ads. See our Cookie Policy.