轴向柱塞泵
涟漪
人工神经网络
断层(地质)
活塞(光学)
往复泵
流量(数学)
机械工程
活塞泵
工程类
控制工程
计算机科学
变量泵
液压泵
物理
地质学
人工智能
机械
电气工程
地震学
光学
波前
电压
作者
Chang Dong,Jianfeng Tao,Hao Sun,Wei Qi,H. Tan,Chengliang Liu
标识
DOI:10.1016/j.ymssp.2024.112274
摘要
Axial piston pumps are crucial in fluid power systems , where accurate fault diagnosis is essential for maintaining optimal performance and longevity. However, current data-driven methods are hampered by their reliance on extensive labeled data and their intrinsic lack of interpretability. Pump flow ripple serves as a clear indicator of a pump’s health, yet traditional methods of indirectly measuring flow ripple are impractical for in-situ industrial applications. This paper introduces a physics-informed neural network (PINN) framework designed to predict pump flow ripple, effectively acting as a high-frequency virtual dynamic flow meter . This innovative framework combines measured pressure ripple data with the fundamental physical principles governing hydraulic pipelines to infer comprehensive field information, including unknown boundary conditions such as pump flow ripple. The PINN approach addresses the inverse problem associated with the pipeline model. We have conducted numerical and experimental investigations to validate the effectiveness of this framework. The results show a close agreement (i.e., within a 0.3% relative L 2 error) with the numerical method , confirming the framework’s precision in solving the inverse problem of hydraulic pipelines. Experimentally predicted pump flow ripples accurately fault characteristics, underscoring its potential utility. Moreover, we explore the high-frequency hydraulic pipeline inverse problem, revealing that extended PINN (XPINN) and the proposed wavelet feature-based architecture proficiently address high-frequency inverse problems. • A PINN framework predicts pump flow ripple as a high-frequency virtual flowmeter. • The method enables in-situ soft sensing of pump flow ripple in industrial settings. • Results match numerical methods, confirming precision in solving inverse problems. • Experimentally predicted flow ripples reveal faults, proving potential applications.
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