CHARGING ELECTRICAL CAPACITANCE CORRESPONDING TO THE MINIMUM OF DISSIPATIVE LOSSES

The problem on the law of charging a nonlinear electrical capacitance (storage cell, capacitor) that would correspond to the minimum of dissipative energy losses has been solved. The duration of the process, the fi nal and initial energy reserves are fi xed. It is shown that the relationship between the charging current and the voltage across the capacitance for the optimal charging law is the same for any dependences of the capacitance on voltage.
The problem on the law of charging a nonlinear electrical capacitance (storage cell, capacitor) that would correspond to the minimum of dissipative energy losses has been solved. The duration of the process, the fi nal and initial energy reserves are fi xed. It is shown that the relationship between the charging current and the voltage across the capacitance for the optimal charging law is the same for any dependences of the capacitance on voltage.
Author:  A. M. Tsirlin, M. A. Zaeva
Keywords:  nonlinear electrical capacitance, charger, dissipative losses of energy, charging current, optimal charging
Page:  253