Etikettarkiv: Lagrange

Lagrangian mechanics

In functional analysis the variable itself is a function. This is used e.g. in the Lagrangian formulation of mechanics where one derives the Lagrangian i.e. L = kinetic energy – potential energy. This transforms classical Newtonian mechanics into differentialcalculus. The … Fortsätt läsa

Publicerat i Advanced, Calculus, Fysik 2, Mathematical physics | Märkt , , | Lämna en kommentar