Hurst Todd, Rehbock Volker
Dept. of Mathematics and Statistics, Curtin University, Kent Street, Bentley, Perth, 6102, Western Australia.
Biotechnol Prog. 2018 Jan;34(1):107-119. doi: 10.1002/btpr.2532. Epub 2017 Aug 11.
We apply numerical optimal control methods to an existing algae growth model with the aim to determine the best performance of the model under known conditions using a variety of decision variables. We transform the system of differential algebraic equations in the existing model to a system of ordinary differential equations which introduces dynamics for average light intensity and chlorophyll. In addition, we allow for variable nitrogen concentration of the inflow as well as variable initial nitrogen concentration of the raceway. Our main focus is on optimizing of the production of lipids. We calculate both open and closed loop optimal controllers and test their robustness. Finally, we also consider raceway depth as a decision variable. © 2017 American Institute of Chemical Engineers Biotechnol. Prog., 34:107-119, 2018.
我们将数值最优控制方法应用于现有的藻类生长模型,目的是在已知条件下使用各种决策变量来确定该模型的最佳性能。我们将现有模型中的微分代数方程组转化为常微分方程组,该方程组引入了平均光强和叶绿素的动态变化。此外,我们考虑流入物中可变的氮浓度以及跑道中可变的初始氮浓度。我们主要关注脂质产量的优化。我们计算了开环和闭环最优控制器并测试了它们的鲁棒性。最后,我们还将跑道深度视为一个决策变量。© 2017美国化学工程师学会生物技术进展,34:107 - 119,2018。