Jun 20, 2005 · We investigate the connection between local and global dynamics of two N-degree of freedom Hamiltonian systems with different origins describing ...

We investigate the connection between local and global dynamics of two N-degree of freedom. Hamiltonian systems with different origins describing ...

We investigate the connection between local and global dynamics of two N-degree of freedom Hamiltonian systems with different origins describing ...

Apr 30, 2024 · We investigate the connection between local and global dynamics of two N-degree of freedom Hamiltonian systems with different origins ...

The degree of order increases towards the center of the onion, while chaos is enhanced at the edge between ordered and random chaotic states. For a longer time ...

In this sense an N+1 degree of freedom Hamiltonian system corresponds to a 2N-dimensional map. Lieberman & Lichtenberg, 1992, Regular and Chaotic Dynamics, ...

In statistical mechanics one considers a Hamiltonian system with a large number of degrees of freedom. (N > 1), and then makes the fundamental ansatz that at ...

The nature of the regular motion in a system of N degrees of freedom is the same as that of the traditional integrable systems; when bounded it is quasi-.

The canonical coordinates of a dynamical system with N degrees of freedom span a 2N-dimensional space called the phase space of the system. A state of the ...

Nov 19, 1999 · The model describes a system of N fully-coupled particles in one dimension and shows a second-order phase transition from a clustered phase to a homogeneous ...