Lagrangian

The Lagrangian, L, of a dynamical system is a function that summarizes the dynamics of the system. It is named after Joseph Louis Lagrange. The concept of a Lagrangian was introduced in a reformulation of classical mechanics introduced by Joseph Louis Lagrange in 1788, known as Lagrangian mechanics.

Read more about LagrangianDefinition, Explanation, Lagrangian of A Test Particle, Lagrangians and Lagrangian Densities in Field Theory, Selected Fields, Mathematical Formalism

Other articles related to "lagrangian":

Lagrangian - Mathematical Formalism - Mathematical Development
... integral over M of a function of ϕ, its derivatives and the position called the Lagrangian ... It is assumed below, in addition, that the Lagrangian depends on only the field value and its first derivative but not the higher derivatives ...
Lagrangian (disambiguation)
... The term Lagrangian refers to any of several mathematical concepts developed by Joseph Louis Lagrange Mathematical sciences In optimization theory, the Lagrangian function is used to solve ... set (allowing but penalizing some violation of constraints), is called Lagrangian relaxation ... The problem of maximizing the value of the Lagrangian function, in terms of the Lagrange-multiplier variable, is the Lagrangian dual problem ...
Types of Chemical Transport Models - Methodologies
1999) classifies CTMs as Eulerian/"box" or Lagrangian/"puff" models, depending on whether the CTM in question focuses on (Eulerian) "boxes" through which fluxes ...
Lagrangian Analysis
... Lagrangian analysis is the use of Lagrangian coordinates to analyze various problems in continuum mechanics ... Lagrangian analysis may be used to analyze currents and flows of various materials by analyzing data collected from gauges/sensors embedded in the material which freely move with the motion of the material ... the movable gauges in question called Lagrangian drifters ...
Lagrangian Drifter
... Lagrangian drifters are drifters designed to aid the Lagrangian analysis of water currents (ocean currents, river flows, etc.) ...