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Symmetries Constants Of The Motion And Reduction Of Mechanical Systems With External Forces Manuel De Len

Name: Symmetries Constants Of The Motion And Reduction Of Mechanical Systems With External Forces Manuel De Len
SKU: BELL-23865248
Price: 31.00 USD
Availability: InStock
Rating: 4.1 (30 reviews)

SKU: BELL-23865248

$ 31.00 ~~$ 45.00~~ (-31%)

4.1

30 reviews

Symmetries Constants Of The Motion And Reduction Of Mechanical Systems With External Forces Manuel De Len instant download after payment.

Publisher: AIP Publishing

File Extension: PDF

File size: 1.32 MB

Pages: 17

Author: Manuel de León, Manuel Lainz, and Asier López-Gordón

ISBN: 9783540456773, 9780511800955, 9780511794353, 9781475738117, 9788429143065, 8429143068, 3540456775, 0511800959, 0511794355

Language: English

Year: 2021

Volume: 62

Product desciption

Symmetries Constants Of The Motion And Reduction Of Mechanical Systems With External Forces Manuel De Len by Manuel De León, Manuel Lainz, And Asier López-gordón 9783540456773, 9780511800955, 9780511794353, 9781475738117, 9788429143065, 8429143068, 3540456775, 0511800959, 0511794355 instant download after payment.

This paper is devoted to the study of mechanical systems subjected to external forces in the framework of symplectic geometry. We obtain Noether’s theorem for Lagrangian systems with external forces, among other results regarding symmetries and conserved quantities. We particularize our results for the so-called Rayleigh dissipation, i.e., external forces that are derived from a dissipation function, and illustrate them with some examples. Moreover, we present a theory for the reduction in Lagrangian systems subjected to external forces, which are invariant under the action of a Lie group.