Optimal State Estimation for Tubular Reactors with Multiple Time Domains and Dynamic Measurements

这项工作涉及复杂的控制理论的应用， 中试规模的填充床管式反应器。 结果预计 为控制方案提供数据， 能量高效的操作和消除 潜在的热点，这有时是催化剂填充的问题， 管式反应器 的数值和解析解 规划描述系统的数学表示。 这些结果将与实验结果进行检查， 一英寸管式填充床苯乙烯反应器。 因此，研究将 在理论的真实的反应器上提供真实的时间演示 提出的解决方案。

This work involves the application of sophisticated control theory to pilot-scale packed-bed tubular reactors. The results are expected to provide data for control schemes that result in more economically and energetically efficient operation and a technique to eliminate potential hot spots which are sometimes problems in catalyst-packed tubular reactors. Numerical and analytical solutions of the mathematical representations that describe the system are planned. These results will be checked with experimental results obtained on a one-inch tubular packed-bed styrene reactor. The research will thus provide real time demonstration on a real reactor of the theoretical solution proposed.