Solution of the state equations of a helical flux compression generator using dynamics matrix concept

In this paper we introduce an approach for solving the state equations of a helical flux compression generators. These state equations are obtained from 2-dimensional filamentary model of helical flux compression generators. Firstly, we derivate the matrix representation of differential equations of...

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Bibliographic Details
Main Authors: Khanzade, M. H., Alinejad-Beromi, Y., Shoulaie, A.
Format: Conference Proceeding
Language:English
Subjects:
Circuits
Coils
Differential equations
dynamic matrix
Explosives
flux compression generator
liner
Magnetic fields
Magnetic flux
Power generation
Pulse compression methods
Pulse generation
seed current
Solenoids
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Summary:In this paper we introduce an approach for solving the state equations of a helical flux compression generators. These state equations are obtained from 2-dimensional filamentary model of helical flux compression generators. Firstly, we derivate the matrix representation of differential equations of the heliacal flux compression generator. Then with selection of the appropriate state vector, the state equations are obtained. Finally the state equations are solved by using an approach, which is based on the dynamic matrix concept. In the author belief, this approach is very useful and straightforward and has not been appeared previously in the open literature.
DOI:10.1109/PEDSTC.2010.5471865