Abstract
New technique for achieving an approximate solution to optimal control problems (OCPs) is considered in this paper. The algorithm is based upon B-spline polynomials (BSPs) approximation with state parameterization method. An important property concerning the B-spline functions is first presented then it is utilized to propose a modified restarted technique to reduce the number of unknown parameters with fast convergence. The method is applied through four illustrative examples and is compared with other results.
Recommended Citation
Shihab, Suha and Delphi, Maha
(2019)
"Direct Iterative Algorithm for Solving Optimal Control Problems Using B-Spline Polynomials,"
Emirates Journal for Engineering Research: Vol. 24:
Iss.
4, Article 2.
Available at:
https://scholarworks.uaeu.ac.ae/ejer/vol24/iss4/2