Abstract :
In the ordinary method of solving electrical networks by means of the operational calculus, the equations usually are written with the restriction that the initial conditions be rest conditions, thus reducing considerably the utility of the operational calculus. In this article a method has been applied to the solution of electrical networks wherein the initial conditions may be either rest or dynamic. A general solution is derived by which it is possible to write all the initial conditions into an ordinary operational equation to which the usual methods of interpretation may be applied to give the complete solution all in one stroke.
