Classical Mechanics and Symplectic Integration

Nikolaj Nordkvist; Poul G. Hjorth

Classical Mechanics and Symplectic Integration

Nikolaj Nordkvist
, Poul G. Hjorth

Research output: Book/Report › Compendium/lecture notes

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Abstract

Content: Classical mechanics: Calculus of variations, Lagrange’s equations, Symmetries and Noether’s theorem, Hamilton’s equations, cannonical transformations, integrable systems, pertubation theory. Symplectic integration: Numerical integrators, symplectic integrators, main theorem on symplectic integrators.

Original language	English

Publication status	Published - 2005
Event	Classical Mechanics and Symplectic Integration - DTU, Kgs. Lyngby, Denmark Duration: 6 Jun 2005 → 24 Jun 2005 Conference number: 01451

Course

Course	Classical Mechanics and Symplectic Integration
Number	01451
Location	DTU
Country/Territory	Denmark
City	Kgs. Lyngby
Period	06/06/2005 → 24/06/2005

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title = "Classical Mechanics and Symplectic Integration",

abstract = "Content: Classical mechanics: Calculus of variations, Lagrange{\textquoteright}s equations, Symmetries and Noether{\textquoteright}s theorem, Hamilton{\textquoteright}s equations, cannonical transformations, integrable systems, pertubation theory. Symplectic integration: Numerical integrators, symplectic integrators, main theorem on symplectic integrators.",

keywords = "Mechanics, pertubation theory, numerical methods.",

author = "Nikolaj Nordkvist and Hjorth, \{Poul G.\}",

year = "2005",

language = "English",

note = "Classical Mechanics and Symplectic Integration ; Conference date: 06-06-2005 Through 24-06-2005",

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T1 - Classical Mechanics and Symplectic Integration

AU - Nordkvist, Nikolaj

AU - Hjorth, Poul G.

N1 - Conference code: 01451

PY - 2005

Y1 - 2005

N2 - Content: Classical mechanics: Calculus of variations, Lagrange’s equations, Symmetries and Noether’s theorem, Hamilton’s equations, cannonical transformations, integrable systems, pertubation theory. Symplectic integration: Numerical integrators, symplectic integrators, main theorem on symplectic integrators.

AB - Content: Classical mechanics: Calculus of variations, Lagrange’s equations, Symmetries and Noether’s theorem, Hamilton’s equations, cannonical transformations, integrable systems, pertubation theory. Symplectic integration: Numerical integrators, symplectic integrators, main theorem on symplectic integrators.

KW - Mechanics, pertubation theory, numerical methods.

M3 - Compendium/lecture notes

BT - Classical Mechanics and Symplectic Integration

T2 - Classical Mechanics and Symplectic Integration

Y2 - 6 June 2005 through 24 June 2005

ER -

Classical Mechanics and Symplectic Integration

Abstract

Course

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