ПЕРЕХОДНЫЕ ПРОЦЕССЫ В RLC-ЦЕПИ С ГЕТЕРОГЕННОЙ ПЛАЗМОЭРОЗИОННОЙ НАГРУЗКОЙ

N.A.  Shydlovska; S.М.  Zakharchenko

No. 3 (2014), Theoretical Electrical Engineering and Electrophysics

No. 3 (2014)

Theoretical Electrical Engineering and Electrophysics

TRANSIENTS IN THE RLC-CIRCUIT WITH HETEROGENEOUS PLASMA-EROSIVE LOAD

Published 2014-04-28

N.A. Shydlovska ⁺⁻
S.М. Zakharchenko ⁺⁻

N.A. Shydlovska

Institute of Elektrodynamics National Academy of Science of Ukraine, pr. Peremohy, 56, Kyiv-57, 03680, Ukraine

S.М. Zakharchenko

Institute of Elektrodynamics National Academy of Science of Ukraine, pr. Peremohy, 56, Kyiv-57, 03680, Ukraine

ARTICLE_1_PDF (Українська)

Keywords

plasma-erosive load
nonlinear-parametrical dependences
transient
differential equation плазмоэрозионная нагрузка
нелинейно-параметрические зависимости
переходный процесс
дифференциальное уравнение

How to Cite

[1]

Шидловская , Н. and Захарченко , С. 2014. TRANSIENTS IN THE RLC-CIRCUIT WITH HETEROGENEOUS PLASMA-EROSIVE LOAD . Tekhnichna Elektrodynamika. 3 (Apr. 2014), 003.

Abstract

The nonlinear-parametrical equivalent circuit of heterogeneous plasma-erosive load for a wide frequency band is offered. The analytical models describing transients in a RLC-circuit with such loading, as generally, and in cases of nonlinear and parametrical dependence of resistance of loading are developed. Dependences on a proceeding current of equivalent electric resistance of a layer of metal granules, and also the waters described by hyperbolic functions of the first order are considered. Parametrical dependence of resistance of a layer of the granules, described by function on the basis of the sum two exponents is considered. Solutions of the differential equation describing transients in the given circuit for above mentioned special cases for nonlinear and parametrical dependences of resistance of a layer of granules and water in band of low, average and high frequencies of discharge pulses are received. References 10, figure 1.

ARTICLE_1_PDF (Українська)

References

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

Zakharchenko S.N. The Influence of external electric field strength and temperature on the resistance of spark-erosive hydrosols of metals // Pratsi Institutu Elektrodynamiki Natsionalnoi Akademii Nauk Ukrayini. – 2012. − No 33. – Pp. 113–120. (Rus)

Zakharchenko S.N. Modelling of dependence of electrical resistance of granulated current-carrying mediums from a pulse current proceeding in them // Tekhnichna elektrodynamika. – 2012. – No 5. – Pp. 17–27. (Rus)

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

Lopatko K.G., Melnichuk M.D. Physics, synthesis and biological functionality of nanosize objects. − Kyiv: Vydavnychyi centr Natsionalnoho Universytetu Bioresursiv i Pryrodokorystuvannia Ukrainy, 2013. – 297 p. (Ukr)

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

Stromberg A.G., Semchenko D.P. Physical chemistry. – Moskva: Vysshaia Shkola, 2009. – 528 p. (Rus)

Shydlovskaia N.A., Zakharchenko S.N. Transients in RLC-circuits with a parametric loading // Tekhnichna elektrodynamika. – 2014. – No 2. – Pp. 3–10. (Rus)

Danilenko N.B., Savelev G.G., Yavorovskii N.A., Yurmazova T.A. Chemical reactions in electric pulse dispersion of iron in aqueous solutions // Russian Journal of Applied Chemistry. – 2008. – Vol. 81. – No 5. – Pp. 803–809.

Nguyen P.K., Lee K.H., Kim S.I., Ahn K.A., Chen L.H., Lee S.M., Chen R.K., Jin S., Berkowitz A.E. Spark erosion: a high production rate method for producing Bi0.5Sb1.5Te3 nanoparticles with enhanced thermoelectric performance // Nanotechnology. – 2012. – Vol. 23, 415604.