作者: R. Luus
DOI: 10.1016/0098-1354(93)80029-M
关键词: Penalty method 、 Algebraic number 、 Range (mathematics) 、 Ordinary differential equation 、 Differential (mathematics) 、 Optimization problem 、 Rate of convergence 、 Mathematical optimization 、 Dynamic programming 、 Mathematics
摘要: Abstract Through the use of penalty function approach, iterative dynamic programming is used to solve a fed-batch reactor optimization problem where system described by four ordinary differential equations and subjected an algebraic inequality constraint. For wide range factors rate convergence rapid results are reliable. Substantially better obtained than have been previously reported in literature.