Wang Haobo

Mr. Wang Haobo

orcid

Research Focus & Metrics

Academic Career Length

4Years (2023-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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17 April 2023 in Sensors
Verified
Journal Article
Open access
PDF file
WHWang Haobo
Wang Haobo
TYTongguang Yang
Tongguang Yang
QHQingkai Han
Qingkai Han
ZLZhong Luo
Zhong Luo
The quantitative diagnosis of rolling bearings is essential to automating maintenance decisions. Over recent years, Lempel–Ziv complexity (LZC) has been widely used for the quantitative assessment of mechanical failures as one of the most valuable indicators for detecting dynamic changes in nonlinear signals. However, LZC focuses on the binary conversion of 0–1 code, which can easily lose some effective information about the time series and cannot fully mine the fault characteristics. Additionally, the immunity of LZC to noise cannot be insured, and it is difficult to quantitatively characterize the fault signal under strong background noise. To overcome these limitations, a quantitative bearing fault diagnosis method based on the optimized Variational Modal Decomposition Lempel–Ziv complexity (VMD-LZC) was developed to fully extract the vibration characteristics and to quantitatively characterize the bearing faults under variable operating conditions. First, to compensate for the deficiency that the main parameters of the variational modal decomposition (VMD) have to be selected by human experience, a genetic algorithm (GA) is used to optimize the parameters of the VMD and adaptively determine the optimal parameters [k, α] of the bearing fault signal. Furthermore, the IMF components that contain the maximum fault information are selected for signal reconstruction based on the Kurtosis theory. The Lempel–Ziv index of the reconstructed signal is calculated and then weighted and summed to obtain the Lempel–Ziv composite index. The experimental results show that the proposed method is of high application value for the quantitative assessment and classification of bearing faults in turbine rolling bearings under various operating conditions such as mild and severe crack faults and variable loads.

18 March 2025 in Measurement Science and Technology
Verified
Journal Article
Closed access
WHWang Haobo
Wang Haobo
YZYulai Zhao
Yulai Zhao
ZLZhong Luo
Zhong Luo
QHQingkai Han
Qingkai Han
Rolling bearings in aero-engine rotor systems are prone to wear failure due to installation deviations and manufacturing defects. The rapid deterioration of bearing wear can significantly compromise the safety and reliability of the rotor system and the entire machine. Accurate online monitoring of the bearing wear state is crucial to ensuring the safe and stable operation of the rotor-bearing system. However, in rolling bearing condition monitoring, the state information provided by a single type of data is often limited and insufficient to accurately reflect the bearing fault state. Multi-source information, particularly oil metal debris signals, can be utilized to achieve more precise monitoring and assessment of the bearing condition. This paper investigates rolling bearing wear faults and their long-term operational evolution through experiments conducted on a custom rotor-bearing test rig. A multi-physical parameter monitoring approach is employed to analyze collected data, including bearing vibration, temperature, and lubricating oil debris. First, an online monitoring method for bearing wear state is proposed, utilizing oil debris analysis and a Kalman filter. Next, a multi-source fault feature fusion method is adopted, integrating vibration features, particle features, and temperature features. PCA is applied to extract key sensitive feature parameters from the feature parameter set. Finally, the factors influencing the accuracy of bearing wear fault diagnosis are analyzed and compared using SVM, KNN, and decision tree methods. This analysis determines the relative importance of debris and temperature in bearing wear diagnosis, offering a novel reference for fault detection.

5 May 2023 in Sensors
Verified
Journal Article
Open access
PDF file
WHWang Haobo
Wang Haobo
HLHangyuan Lv
Hangyuan Lv
ZLZhong Luo
Zhong Luo
Angular contact ball bearings are common basic components in rotating machinery. During the operation of the bearing, the rolling slips, resulting in contact sliding friction between it and the raceway, which in turn causes wear in the rolling element and increase in the radial clearance of the bearing. The increase in clearance also affects the stiffness of the bearing, which in turn affects the natural frequency and fatigue life of the bearing. At present, there are few studies on the influence of bearing wear (variation of clearance) on life. In this paper, the finite element model based on the theory of contact mechanics is established for the angular contact ball bearing with medium- and high-speed rotation, and the mechanical properties and fatigue life influenced by the internal action of the bearing are analyzed. The effects of radial load and deflection angle on the mechanical properties and fatigue life of the bearing are also studied. Based on the analysis results of bearing contact mechanical properties and clearance changes, the calculation method of bearing life under rolling element wear is established. The influence of the variation of clearance and preload clearance on bearing life is analyzed, and the optimal preload is obtained. The research results of this paper can provide a theoretical basis for optimizing the installation of angular contact ball bearings, reasonably determining the service conditions, and prolonging the service life of bearings, which is necessary for engineering practice.

5 March 2024 in Mathematics
Verified
Journal Article
Open access
PDF file
WHWang Haobo
Wang Haobo
YZYulai Zhao
Yulai Zhao
TYTongguang Yang
Tongguang Yang
ZLZhong Luo
Zhong Luo
QHQingkai Han
Qingkai Han
The squeeze film damper (SFD) is proven to be highly effective in mitigating rotor vibration as it traverses the critical speed, thus making it extensively utilized in the aeroengine domain. In this paper, we investigate the stiffness and damping of SFD using the Reynolds equation and neural network models. Our specific focus includes examining the structural and operating parameters of SFDs, such as clearance, feed pressure of oil, rotor whirl, and rotational speed. Firstly, the pressure distribution analytical model of the oil film inside the SFD based on the hydrodynamic lubrication theory is established, as described by the Reynolds equation. It obtained oil film forces, pressure, stiffness, and damping values under various sets of structural, lubrication, and operating parameters, including length, clearance, boundary pressure at both sides, rotational speed, and whirling motion, by applying difference computations to the Reynolds equation. Secondly, according to the significant analyses of the obtained oil film stiffness and damping, the following three parameters of the most significance are found: clearance, rotational speed, and rotor whirl. Furthermore, neural network models, including GA-BP and decision tree models, are established based on the obtained results of difference computation. The numerical simulation and calculation of these models are then applied to show their validity with all given parameters and the three significant parameters separately as two sets of model input. Regardless of either set of model inputs, these established neural network models are capable of predicting the nonlinear stiffness and damping of the oil film inside an SFD. These sensitive parameters merely require measurement, followed by the utilization of a neural network to predict stiffness and damping instead of the Reynolds equation. This process serves structural enhancement, facilitates parameter optimization in SFDs, and provides crucial support for refining the design parameters of SFDs.

30 October 2025 in Journal of Vibration Engineering & Technologies
Verified
Journal Article
Closed access
PDF file
WHWang Haobo
Wang Haobo
QHQingkai Han
Qingkai Han
ZLZhong Luo
Zhong Luo
YZYulai Zhao
Yulai Zhao