A new variational principle extremum of full action is added to the Lagrange formalism on dissipative systems. When friction forces are taken into consideration, this idea can be used to electrical engineering and mechanics. It also mentions electrodynamics and hydrodynamics as applications. The proposed variational principle can be conceived of as a novel formalism for constructing and solving physical equations. The method involves building a functional with a single saddle line, and the equation that defines it is a dynamic equation. variables in a particular physics domain The solution method is a search for a global saddle line for stated conditions of a physical problem. See [1,2,3] for previous work on this subject.
Author (S) Details
Dr. Solomon I. Khmelnik
Independent Researcher, Israel.
View Book :- https://stm.bookpi.org/NUPSR-V12/article/view/2636