STUDY OF THE FINITE FINAL POINT OPTIMAL CONTROL PROBLEM

Journal Title: Journal of Science And Arts - Year 2011, Vol 17, Issue 4

Abstract

The paper presents a simple method for obtaining the analytical formula and the graphical representation of the trajectory and optimal control for a class of control problems, with fixed or free final state form.

Authors and Affiliations

NINA DRAGOESCU (CAZACU)

Keywords

Related Articles

VISCOSITY INDEX OF RAPESEED OIL

In this paper were determined viscosity index of rapeseed oil using two methods. Viscosity index is calculated from the measured viscosity at 40 and 1000C using ASTM D 2270 and method graphically using ASTM D 341. The vi...

THE ATTITUDE OF FINAL YEAR STUDENTS TOWARDS LEARNING OF PHYSICS IN IHIALA LOCAL GOVERNMENT AREA OF ANAMBRA STATE

The deterioration in the popularity of physics education over the period of secondary schooling and beyond have been the reason for serious concern on educational and economic grounds. The purpose of this study was to fi...

A NEW VISCOSITY-SHEAR RATE RELATIONSHIP FOR RAPESEED OIL

This article proposes four relationships of dynamic viscosity – shear rate dependence for vegetable oils. The purpose of this study was to find a exponential dependence between temperature and dynamic viscosity of vegeta...

ELECTRON TRANSPORT CHARACTERISTICS OF 6H-SIC AND 4H-SIC FOR HIGH TEMPERATURE DEVICE MODELING

The Monte Carlo method is used to simulate electron transport in bulk würtzite phases of 6H-SiC and 4H-SiC using a three valley analytical band structure. Spherical, non-parabolic conduction band valleys at the , K and...

RHEOLOGICAL PROPERTIES OF MINERAL OIL

In this article presents us rheological behavior of mineral oil. Apparent viscosity of mineral oil was determined at temperatures between 400C-900C and shear rates ranging from 3.3-120s-1. This study is to find a polynom...

Download PDF file
  • EP ID EP160793
  • DOI -
  • Views 253
  • Downloads 0

How To Cite

NINA DRAGOESCU (CAZACU) (2011). STUDY OF THE FINITE FINAL POINT OPTIMAL CONTROL PROBLEM. Journal of Science And Arts, 17(4), 433-439. https://europub.co.uk/articles/-A-160793