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  <title><![CDATA[Ph.D Defense by Li Hao]]></title>
  <body><![CDATA[<p>Title: <strong>Residual Life Prediction and Degradation-Based Control of</strong><br /><strong>Multi-Component Systems</strong><br /><br /><strong>*Advisors*:</strong> Dr. Nagi Gebraeel and Dr. Jianjun Shi<br /><br /><strong>*Committee members*:</strong> Dr. Kamran Paynabar, Dr. Chuck Zhang, and Dr. Jian Liu<br />(University of Arizona)<br /><br /><strong>*Date and time*:&nbsp;</strong> Thursday, March 05 2015, 10:30AM<br /><br /><strong>*Location*:</strong>&nbsp; Academic Office - Groseclose 204<br /><br /><strong>*Abstract*:</strong><br />The condition monitoring of multi-component systems utilizes multiple<br />sensors to capture the functional condition of the systems, and allows the<br />sensor information to be used to reason about the health information of the<br />systems or components. This thesis focuses on modeling the relationship<br />between multi-sensor information and component-level degradation, so as to<br />prediction both system-level and component-level lifetimes. In addition,<br />this thesis also investigates the dynamic control of component-level<br />degradation so as to control the failure times of individual components<br />based on real-time degradation monitoring.<br /><br />The research topic that Chapter 3 focuses on is identifying component<br />degradation signals from mixed sensor signals in order to predict<br />component-level residual lives. Specifically, we are interested in modeling<br />the degradation of systems that consist of two or more identical components<br />operating under similar conditions. The key challenge here is that a defect<br />in any of the components will excite the same defective frequency, which<br />prevents an effective separation of the degradation signals of defective<br />and non-defective components. To the best of our knowledge, no existing<br />methodologies have investigated this research topic. In Chapter 3, we<br />propose a two-stage vibration-based prognostic methodology for modeling the<br />degradation processes of components with identical defective frequencies.<br />The first stage incorporates the independent component analysis (ICA) to<br />identify component vibration signals and reverse their original amplitude.<br />The second stage consists of an adaptive prognostics method to predict<br />component residual lives. In the simulated case study, we investigate the<br />performance of the signal separation stage and that of the final<br />residual-life prediction under different conditions. The simulation results<br />show reasonable robustness of the methodology.<br /><br />In Chapter 4, we focus on characterizing the interactive relationship<br />between product quality degradation and tool wear in multistage<br />manufacturing processes (MMPs), in which machine tools are considered as<br />components and the product quality measurements are considered as condition<br />monitoring information. Due to the sequential structure of MMPs, the<br />degradation status of a tool affects the product quality current stage,<br />which, on the other hand, may affect the degradation of tools at subsequent<br />stages. To the best of our knowledge, although existing literature has<br />modeled the impact of product quality on the tooling catastrophic failure,<br />no published work has targeted on the impact of product quality on the<br />actual process of tool wear. To address this research topic, we propose an<br />high-dimensional stochastic differential equation model to capture the<br />interaction relationship between the process of tool wear and product<br />quality. We then leverage real-time quality measurements to on-line predict<br />the residual life of the MMP as a system. In the simulation study, we<br />conclude that our methodology consistently performs better than a benchmark<br />methodology that does not consider the impact of product quality on the<br />process of tool wear or utilize real-time quality measurements.<br /><br />Chapter 5 explores a new research direction, which is the dynamic control<br />of component-level degradation in the parallel multi-component system, in<br />which each component operates simultaneously to achieve an engineering<br />objective. This parallel configuration is usually designed with some level<br />of redundancy, which means when a small portion of components fails to<br />operate, the remaining components can still achieve the engineering<br />objective by increasing their workloads up to the designed capacities.<br />Consequently, if the component degradation can be controlled, we can<br />achieve better utilization of the redundancy to ensure consistent system<br />performance. To do this, Chapter 5 assumes that the degradation rate of a<br />component is directly related to its workload and develops a strategy of<br />dynamic workload adjustment in order to on-line control the degradation<br />processes of individual components, and thus to control their failure<br />times. The criterion of selecting the optimal workloads is to prevent the<br />overlap of component failures. We conduct a simulated case study to<br />evaluate the performance of our proposed methodology under different<br />conditions.</p>]]></body>
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