You need to enable JavaScript to run this app.
Sign Up
Home
Trending
Discover
Bookmarks
Keep Up With Top Trending Papers In CS / AI / ML ...
Source arXiv
Mathematical Physics
The Euler-Lagrangian Formulation of Motion
A Brief Review of Helmholtz Conditions
In this pedagogical article we give a simple proof of the above statement and show its application to simple mechanical and dissipative systems.
Authors
Kushagra Nigam, Kinjal Banerjee
Related Topics
Euler-lagrangian formulation
Read the Paper
Read Paper
Sign Up
Home
Trending
Discover
Bookmarks
◐ Recommended Members
More
◐ Latest Activity
More
The Euler-Lagrangian Formulation of Motion - 42Papers
Read Related Papers
The balance equation of momentum for viscous and viscoelastic fluids
The Euler-Lagrange Equations and the Lagrangian of Classical Mechanics
The dynamics of contact nonholonomic and vakonomic systems as ordinary variational calculus with constraints on a Lagrangian with a dissipative variable
Lagrangian systems subjected to external forces in symplectic geometry
A variational analysis of the Schwinger action principle
The Lagrangian and Hamiltonian Dynamics of Motion
A Lagrangian formulation for conservation laws of differential equations
A Herglotz variational principle for non-smooth action-dependent Lagrangian mechanics
Nonlocal Constants of Motion for Lagrangian Systems
A Complete Theory of Autonomous Contact Mechanics