TRANSIENTS IN RLC-CIRCUITS WITH A PARAMETRIC LOADING
ARTICLE_1_PDF (Українська)

Keywords

parametrical loading
transients
the equation of Rikkarti параметрическая нагрузка
переходный процесс
уравнение Риккарти

How to Cite

[1]
Шидловская, Н. and Захарченко, С. 2014. TRANSIENTS IN RLC-CIRCUITS WITH A PARAMETRIC LOADING. Tekhnichna Elektrodynamika. 2 (Feb. 2014), 003.

Abstract

The results of the solution of the differential equation which presenting transients in a serial RLC-circuits resistance of its active element is presented by the sum exponential dependences on a time are given. Conditions at which the input equation can be transformed to the equation of Rikkarti are discovered. It is shown a basic possibility of deriving of an exact solution of such equation at certain relations between values of its factors. References 6, figures 3.

ARTICLE_1_PDF (Українська)

References

Zakharchenko S.N., Shidlovskaia N.A. Modeling of resistance of the granulated current-carrying medium by parametrical dependences // Elektronnoe modelirovanie. – 2012. – Vol. 34. – №5. – Pр. 91–102. (Rus)

Shidlovskaia N.A., Zakharchenko S.N. Modeling of the processes in a circuit of the discharge of the capacitor on a spark-erosion loading // Elektronnoe modelirovanie. – 2012. – Vol. 34. – №6. – Pр. 73–81. (Rus)

Polivanov K.M. Physical bases of the electrical engineering. – Moskva-Leningrad: Gosenergoizdat, 1950. – 558 p.

Kamke E. Reference Book on Ordinary Differential Equations. – Мoskva: Nauka, 1965. – 704 p.

Gradshtein I.S., Ryzhik I.M. Tables of Integrals, Sums, Series and Products. – Мoskva: Fismatgiz, 1962. – 1100 p.

Bronshtein I.N., Semendiaev K.A. Reference book on mathematics. – Moskva: Nauka, 1981. – 720 p.

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