SciELO

Numerical solution of the variational PDEs arising in optimal control theory

An iterative method based on Picard's approach to ODEs' initial-value problems is proposed to solve first-order quasilinear PDEs with matrix-valued unknowns, in particular, the recently discovered ...
IEEE

Introduction to Numerical Linear Algebra [Bookshelf]

Abstract: This book fills a gap in the existing literature for a serious presentation of numerical linear algebra that is accessible to undergraduates who have taken a basic course in linear algebra.
Scientific Research Publishing

Sharma, N. (2010) A Comparative Study of Several Numerical Computational Packages. University of Maryland, Baltimore County.

ABSTRACT: This study investigates projectile motion under quadratic air drag, focusing on mass-dependent dynamics using the Runge-Kutta (RK4) method implemented in FreeMat. Quadratic drag, predominant ...
Scientific Research Publishing

Sahu, J. (2008) Time-Accurate Numerical Prediction of Free-Flight Aerodynamics of a Finned Projectile. Journal of Spacecraft and Rockets, 45, 946-954.

ABSTRACT: This study investigates projectile motion under quadratic air drag, focusing on mass-dependent dynamics using the Runge-Kutta (RK4) method implemented in FreeMat. Quadratic drag, predominant ...
IEEE

Quadratic Optimal Control of Linear Complementarity Systems: First-Order Necessary Conditions and Numerical Analysis

Abstract: This article is dedicated to the analysis of quadratic optimal control of linear complementarity systems (LCSs), which are a class of strongly nonlinear and nonsmooth dynamical systems.