THE BASIC PRINCIPLES OF FORECASTING OF AVIATION SYSTEMS OPTIMAL DEVELOPMENT

Authors

  • Ivan Linnik Krivoy Rog College of the National Aviation University
  • Mikhail Oleg National Aviation University
  • Ekaterina Bogayskaya National Aviation University

DOI:

https://doi.org/10.18372/2306-1472.57.5540

Keywords:

aviation system, forecasting, mathematical model, transport system

Abstract

The article deals with the general mathematical approaches and basic information about the forecasting of modern aircraft systems development. In particular, it considers the dynamic model of determining the optimal characteristics of the aviation system, which are intended for evaluation of reliability and development of the forecasting technology of the aircraft modernization possibility. Dynamic models of optimal development of aviation systems forecasting also allows to evaluate the conditions of these aviation systems’ competitiveness and to be defined with the program for their implementation in the transportation system of a particular state

Author Biographies

Ivan Linnik, Krivoy Rog College of the National Aviation University

Linnik Ivan. Candidate of Engineering. Associate Professor.

Deputy Chief of Academic Work, Krivoy Rog College of the National Aviation University, Krivoy Rog, Ukraine.

Education: National Aerospace University, Kharkov, Ukraine (1999).

Research area: maintenance and repair of aircraft systems

Mikhail Oleg, National Aviation University

Oleg Mikhail. Postgraduate student.

Department of Technology Airports, National Aviation University, Kyiv, Ukraine.

Education: National Aviation University, Kyiv, Ukraine (2009).

Research area: transportation systems

Ekaterina Bogayskaya, National Aviation University

Bogayskaya Ekaterina. Engineer.

Department of Technology Airports, National Aviation University, Kyiv, Ukraine.

Education: National Aviation University, Kyiv, Ukraine (2009).

Research area: maintenance and repair of aircraft systems

References

Boyce, William E. 2009. Elementary differential equations and boundary value problems. Richard C. DiPrima. 9th ed. 1479 p.

Smith, D. 1991. Dynamic Programming: A Practical Introduction. Ellis Horwood. London. 946 p.

Downloads

Published

21-01-2014

How to Cite

Linnik, I., Oleg, M., & Bogayskaya, E. (2014). THE BASIC PRINCIPLES OF FORECASTING OF AVIATION SYSTEMS OPTIMAL DEVELOPMENT. Proceedings of National Aviation University, 57(4), 63–68. https://doi.org/10.18372/2306-1472.57.5540

Issue

Vol. 57 No. 4 (2013)

Section

MODERN AVIATION AND SPACE TEHNOLOGY

License

Most read articles by the same author(s)