Mathematical model of an electric long line with distributed parameters in communication systems

  • V. Lyshuk LNTU
  • Y. Selepyna LNTU
  • M. Yevsiuk LNTU
  • A. Denysiuk LNTU
  • D. Trofymchuk LNTU
DOI: https://doi.org/10.36910/6775-2524-0560-2019-36-9
Keywords: mathematical model, electrical long line, algebraic and differential equations

Abstract

The article proposes a mathematical model of an electric long line with distributed parameters. The Maxwell equation used, that is the electromagnetic field equation with partial derivatives, which most fully reproduces the picture of physical processes in the elements of energy transfer is involved. The solution of partial differential equations is realized using numerical methods using compu-ter technology.

References

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Ivanitsky AM Telegraphic equations of homogeneous lines at expofunctional signals / А.М. Ivanitz-ciy, M.V. Rozhnovsky // Scientific works of ONAZ them. OS Popova. - 2009. - №1. - P.56-63.

Chaban VY Electromagnetic field / V.Yu. Shepherd. - Lviv: In T. Soroki, 2006. - 394 p


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Published
2019-11-22
How to Cite
Lyshuk, V., Selepyna, Y., Yevsiuk, M., Denysiuk, A., & Trofymchuk , D. (2019). Mathematical model of an electric long line with distributed parameters in communication systems. COMPUTER-INTEGRATED TECHNOLOGIES: EDUCATION, SCIENCE, PRODUCTION, (36), 47-52. https://doi.org/10.36910/6775-2524-0560-2019-36-9
Issue
No 36 (2019): COMPUTER-INTEGRATED TECHNOLOGIES: EDUCATION, SCIENCE, PRODUCTION
Section
Automation and Control