'Euler lagrange equations' diaporamas de présentation

Gauge Theories

Gauge Theories. Lagrangians in relativistic field theory Local gauge invariance Yang-Mills theory Chromodynamics The mass term Spontaneous symmetry-breaking The Higgs mechanism

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Brachistochrone Under Air Resistance

Brachistochrone Under Air Resistance. Christine Lind 2/26/05 SPCVC. Source of Information:. Collaborator:. Brachistochrone Setup:. Initial Point P(x 0 ,y 0 ) Final Point Q(x 1 ,y 1 ) Resistance Force F r Slope Angle ?. Geometric Constraints. Parametric Approach:

380 views • 33 slides

Calculus of Variations

190 views • 14 slides

Hamiltonian

Hamiltonian. The generalized momentum was defined from the Lagrangian. Euler-Lagrange equations can be written in terms of p. Generalized Momentum. Jacobian Integral. The quantity E is the Jacobian integral of the motion. Constant when L does not contain time. Use. Conjugate Variables.

333 views • 8 slides

Hamiltonian

Hamiltonian. The generalized momentum was defined from the Lagrangian. Euler-Lagrange equations can be written in terms of p. Generalized Momentum. Jacobian Integral. The quantity E is the Jacobian integral of the motion. Constant when L does not contain time. Use. Conjugate Variables.

396 views • 8 slides

152 views • 7 slides