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Conservation laws, solitary wave solutions, and lie analysis for the nonlinear chains of atoms
by
Junaid-U-Rehman, Muhammad
, Awrejcewicz, Jan
, Kudra, Grzegorz
in
639/166/988
/ 639/705
/ 639/705/1041
/ 639/705/1042
/ 639/705/794
/ Conservation laws
/ Deformation
/ Differential equations
/ Humanities and Social Sciences
/ Lie groups
/ Mathematical models
/ Mechanical engineering
/ Methods
/ multidisciplinary
/ Numerical analysis
/ Physics
/ Science
/ Science (multidisciplinary)
/ Solitary waves
/ Symmetry
2023
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Conservation laws, solitary wave solutions, and lie analysis for the nonlinear chains of atoms
by
Junaid-U-Rehman, Muhammad
, Awrejcewicz, Jan
, Kudra, Grzegorz
in
639/166/988
/ 639/705
/ 639/705/1041
/ 639/705/1042
/ 639/705/794
/ Conservation laws
/ Deformation
/ Differential equations
/ Humanities and Social Sciences
/ Lie groups
/ Mathematical models
/ Mechanical engineering
/ Methods
/ multidisciplinary
/ Numerical analysis
/ Physics
/ Science
/ Science (multidisciplinary)
/ Solitary waves
/ Symmetry
2023
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Conservation laws, solitary wave solutions, and lie analysis for the nonlinear chains of atoms
by
Junaid-U-Rehman, Muhammad
, Awrejcewicz, Jan
, Kudra, Grzegorz
in
639/166/988
/ 639/705
/ 639/705/1041
/ 639/705/1042
/ 639/705/794
/ Conservation laws
/ Deformation
/ Differential equations
/ Humanities and Social Sciences
/ Lie groups
/ Mathematical models
/ Mechanical engineering
/ Methods
/ multidisciplinary
/ Numerical analysis
/ Physics
/ Science
/ Science (multidisciplinary)
/ Solitary waves
/ Symmetry
2023
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Conservation laws, solitary wave solutions, and lie analysis for the nonlinear chains of atoms
Journal Article
Conservation laws, solitary wave solutions, and lie analysis for the nonlinear chains of atoms
2023
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Overview
Nonlinear chains of atoms (NCA) are complex systems with rich dynamics, that influence various scientific disciplines. The lie symmetry approach is considered to analyze the NCA. The Lie symmetry method is a powerful mathematical tool for analyzing and solving differential equations with symmetries, facilitating the reduction of complexity and obtaining solutions. After getting the entire vector field by using the Lie scheme, we find the optimal system of symmetries. We have converted assumed PDE into nonlinear ODE by using the optimal system. The new auxiliary scheme is used to find the Travelling wave solutions, while graphical behaviour visually represents relationships and patterns in data or mathematical models. The multiplier method enables the identification of conservation laws, and fundamental principles in physics that assert certain quantities remain constant over time.
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