Publications related to Hamiltonian mechanics

In [GT], Goldin and Tolman extend some ideas from Schubert calculus to the more general setting of Hamiltonian torus actions on compact symplectic manifolds with isolated fixed points. (See also [Kn99,Kn08].) The main goal of this paper is to build on this ...

Int Press Boston, Inc2013

Homoclinic Points And Floer Homology

A new relation between homoclinic points and Lagrangian Floer homology is presented: in dimension two, we construct a Floer homology generated by primary homoclinic points. We compute two examples and prove an invariance theorem. Moreover, we establish a l ...

Int Press Boston, Inc2013

Analytical model for ultra-thin body junctionless symmetric double gate MOSFETs in subthreshold regime

Jean-Michel Sallese, Farzan Jazaeri, Adil Koukab, Lucian Barbut

In this paper, we propose an approximate solution to solve the two dimensional potential distribution in ultra-thin body junctionless double gate MOSFET (JL DG MOSFET) operating in the subthreshold regime. Basically, we solved the 2D-Poisson equation along ...

Elsevier2013

A class of Neumann type systems and its application

Jinbing Chen

A class of Neumann type systems are derived separating the spatial and temporal variables for the 2+1 dimensional Caudrey-Dodd-Gibbon-Kotera-Sawada (CDGKS) equation and the modified Korteweg-de Vries (mKdV) hierarchy. The Lax-Moser matrix of Neumann type s ...

International Press2012

The research program of Stochastic Deformation (with a view toward Geometric Mechanics)

This is an overview of a program of stochastic deformation of the mathematical tools of classical mechanics, in the Lagrangian and Hamiltonian approaches. It can also be regarded as a stochastic version of Geometric Mechanics.The main idea is to construct ...

2012

The Effect of Scale on the Applicability of Taylor’s Frozen Turbulence Hypothesis in the Atmospheric Boundary Layer

Valentin Simeonov, Martin Froidevaux, Marc Parlange, Chad Higgins, Nikki Vercauteren, Caitlin Ellen Barry

Taylor’s frozen turbulence hypothesis is the central assumption invoked in most experiments designed to investigate turbulence physics with time resolving sensors. It is also frequently used in theoretical discussions when linking Lagrangian to Eulerian fl ...

2012

Reduced Variational Formulations in Free Boundary Continuum Mechanics

Tudor Ratiu, François Gay-Balmaz

We present the material, spatial, and convective representations for elasticity and fluids with a free boundary from the Lagrangian reduction point of view, using the material and spatial symmetries of these systems. The associated constrained variational ...

Springer-Verlag2012

Quasi-equilibria in reduced Liouville spaces

David Lyndon Emsley

The quasi-equilibrium behaviour of isolated nuclear spin systems in full and reduced Liouville spaces is discussed. We focus in particular on the reduced Liouville spaces used in the low-order correlations in Liouville space (LCL) simulation method, a rest ...

AMER INST PHYSICS2012

Hamiltonian mechanics

Graph Chatbot

Chat with Graph Search

Large global solutions for energy supercritical nonlinear wave equations on $\R^{3+1}$

Full blow-up range for co-rotaional wave maps to surfaces of revolution

New Techniques For Obtaining Schubert-Type Formulas For Hamiltonian Manifolds

Homoclinic Points And Floer Homology

Analytical model for ultra-thin body junctionless symmetric double gate MOSFETs in subthreshold regime

A class of Neumann type systems and its application

The research program of Stochastic Deformation (with a view toward Geometric Mechanics)

The Effect of Scale on the Applicability of Taylor’s Frozen Turbulence Hypothesis in the Atmospheric Boundary Layer

Reduced Variational Formulations in Free Boundary Continuum Mechanics

Quasi-equilibria in reduced Liouville spaces

A class of Neumann type systems and its application

The research program of Stochastic Deformation (with a view toward Geometric Mechanics)

New Techniques For Obtaining Schubert-Type Formulas For Hamiltonian Manifolds

Analytical model for ultra-thin body junctionless symmetric double gate MOSFETs in subthreshold regime

Full blow-up range for co-rotaional wave maps to surfaces of revolution

Homoclinic Points And Floer Homology

Reduced Variational Formulations in Free Boundary Continuum Mechanics

The Effect of Scale on the Applicability of Taylor’s Frozen Turbulence Hypothesis in the Atmospheric Boundary Layer

Quasi-equilibria in reduced Liouville spaces

Large global solutions for energy supercritical nonlinear wave equations on $\R^{3+1}$