APPLICATION OF DIFFERENTIAL EQUATIONS THEORY WITH IMPULSE EXCITATION FOR PROCESSES ANALYSIS AT PUSLE VOLTAGE CONVERTERS
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Keywords

semiconductor converters
pulse systems
analysis of transient and steady state regimes полупроводниковые преобразователи
импульсные системы
переходные и установившиеся режимы

How to Cite

[1]
Шидловская , Н. and Руденко, .Ю. 2013. APPLICATION OF DIFFERENTIAL EQUATIONS THEORY WITH IMPULSE EXCITATION FOR PROCESSES ANALYSIS AT PUSLE VOLTAGE CONVERTERS . Tekhnichna Elektrodynamika. 5 (Aug. 2013), 014.

Abstract

The possibility of application of differential equations theory with impulse excitation for electric magnetic processes analysis is shown on the example of pulse buck converter. Recurrence formulas constants of integration are obtained, which allow to determine its values for intervals of converter structure permanence (choke’s energy storage and return) in dependence on switching number. These formulas lied on a basis of handy analytic expressions which allow to investigate the processes at converter with both transient state and steady state. References 4, figure 1.

ARTICLE_3_PDF (Українська)

References

Anashkin O.V., Mitko O.V. Sufficient stability conditions for nonlinear systems with impulse excitation // Dinamicheskie sistemy. – 2011. – Vol. 1(29). – No 1. – Pp. 5–14. (Rus)

Zeveke G.V., Ionkin P.A., Netushil A.V., Strakhov S.V. Basis of circuits theory. – Moskva: Energoatomizdat, 1989. – 528 p. (Rus)

Samoilenko A.M., Perestiuk N.A. Differential equations with impulse excitation. – Kyiv: Vyshcha shkola, 1987. – 288 p. (Rus)

Smirnov V.I. Course of higher mathematics. Vol. II. – Moskva: Gosizdat tekhniko-teoreticheskoi literatury, 1953. − 628 p. (Rus)

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