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Analysis of advanced control algorithms and studies on sensor technologies for emulsion polymerization control.

机译:分析先进的控制算法并进行乳液聚合控制的传感器技术研究。

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The critical-direction theory is extended to include nonlinear elements through the introduction of the describing function and a general definition of the critical perturbation radius. The approach allows the calculation of the nonlinear Nyquist robust stability margin for systems with both structured and unstructured uncertainties, hence providing a conclusive test for robust stability. Finally, analytic expressions for finding the minimizing amplitude are obtained for circular uncertain value sets.; The robustness of predictive controllers is studied for systems with real parametric uncertainties that belong to an ellipsoidal or hyperbox domain. A parametric stability margin is proposed as a quantitative measure of robust stability as well as a robust controller design methodology that involves evaluating the parametric stability margin over a range of values for the predictive control tuning parameters. In addition, the standard predictive control algorithm is also modified to include a disturbance model to help improve regulatory performance. The resulting disturbance predictive control demonstrated improved performance on linear systems. The performance on nonlinear cases is not satisfactory suggesting that further refinements, such as adaptive control schemes, may be necessary to handle such cases.; Two support tools for operating emulsion polymerization reactors are designed and implemented, namely a continuous sampling and dilution system and an online conversion estimator based on a densitometer. The dilution system is fully automated for data acquisition and real-time control. A dynamic first-principles model is developed and found to agree with experimental data. A new approach to estimate conversion on-line is developed through the use of a densitometer and the calculations are improved by the use of an excess-volume model. Both a one and two-parameter excess-volume models are analyzed, and examples are presented to illustrate the effectiveness of these models.
机译:临界方向理论通过引入描述函数和临界扰动半径的一般定义而扩展为包括非线性元素。该方法允许针对具有结构化和非结构化不确定性的系统计算非线性Nyquist鲁棒稳定性裕度,从而为鲁棒稳定性提供了结论性测试。最后,针对圆形不确定值集获得了寻找最小振幅的解析表达式。对于具有真实参数不确定性,属于椭圆或超框域的系统,研究了预测控制器的鲁棒性。提出了一种参数稳定裕度,作为鲁棒稳定性的定量度量以及一种鲁棒控制器设计方法,该方法涉及在预测控制调整参数的一系列值上评估参数稳定裕度。此外,标准的预测控制算法也进行了修改,以包括一个干扰模型,以帮助改善监管绩效。所产生的干扰预测控制证明了线性系统的改进性能。在非线性情况下的性能并不令人满意,这表明可能需要进一步改进,例如自适应控制方案,以应对此类情况。设计和实施了两种用于操作乳液聚合反应器的支持工具,即连续采样和稀释系统以及基于光密度计的在线转化率估算器。稀释系统是全自动的,用于数据采集和实时控制。建立了动态​​的第一性原理模型,发现该模型与实验数据一致。通过使用光密度计,开发了一种在线估算转化率的新方法,并通过使用超量模型改进了计算。分析了一参数和两参数过剩模型,并通过实例说明了这些模型的有效性。

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