Explore the Hamiltonian variational formulation for non-simple thermodynamic systems in this 29-minute conference talk presented at GSI. Delve into the complex mathematical framework used to describe and analyze thermodynamic systems that go beyond simple models. Gain insights into how this advanced approach can be applied to various fields, including physics, engineering, and materials science. Discover the power of Hamiltonian mechanics in understanding the behavior of intricate thermodynamic systems and their evolution over time.
Hamiltonian Variational Formulation for Non-Simple Thermodynamic Systems
Overview
Syllabus
Hamiltonian variational formulation for non simple thermodynamic systems
Taught by
Conference GSI
Related Courses
-
Non-Equilibrium Applications of Statistical Thermodynamics
-
Variational Integrators for Stochastic Hamiltonian Systems on Lie Groups
-
Canonical Hamiltonian Systems in Symplectic Statistical Manifolds
-
Learning Hamiltonian Systems with Mono-Implicit Runge-Kutta Methods
-
Lifting Hamiltonian Torus Actions to Integrable Systems
-
Variational Geometric Description for Fluids with Permeable Boundaries
