Algebraic Theory of Ideal Coils on Magnetic Network and its Application

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Abstract　This paper deals with the ideal coils which restrict magnetic fluxes and voltages in the magnetic network. These ideal coils can be applied as occasion demands to magnetic network synthesis of a loop reluctance matrix wqp which is symmetric and positive definite. The decomposition of wqp in CqλwλχCχp is performed by means of a neW-revised Cederbaum's procedure to decrease the number of ideal coils in the magnetic network. A construction of magnetic network and ideal coils is determined from Cqχ, and values of branch reluctances are decided by wλχ.
山形大学の論文
1985-01-20