Approximate Symmetries and Conservation Laws for Mechanical Systems Described by Mixed Derivative Perturbed PDEs

Approximate Symmetries and Conservation Laws for Mechanical Systems Described by Mixed Derivative Perturbed PDEs

This article focuses on developing and applying approximation techniques to derive conservation laws for the Timoshenko–Prescott mixed derivatives perturbed partial differential equations (PDEs). Central to our approach is employing approximate Noether-type symmetry operators linked to a conventiona...

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Bibliographic Details
Main Authors: Shamaoon A., Agarwal P., Cesarano C., Jain S.
Format: Article
Language:English
Published: Sumy State University 2023-11-01
Series:Журнал інженерних наук
Subjects:
beams oscillations
traveling-wave reduction
conserved vectors
noether approach
Online Access:https://jes.sumdu.edu.ua/approximate-symmetries-and-conservation-laws-for-mechanical-systems-described-by-mixed-derivative-perturbed-pdes/

Internet

https://jes.sumdu.edu.ua/approximate-symmetries-and-conservation-laws-for-mechanical-systems-described-by-mixed-derivative-perturbed-pdes/

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