A. Bazzani

collaborators

2 papers

math.DS2024

Analysis of double-resonance crossing in adiabatic trapping phenomena for quasi-integrable area-preserving maps with time-dependent exciters

A. Bazzani, F. Capoani, M. Giovannozzi

In this paper, we analyze the adiabatic crossing of a resonance for Hamiltonian systems when a double-resonance condition is satisfied by the linear frequency at an elliptic fixed…

physics.acc-ph2022

Hamiltonian theory of the crossing of the $2 Q_{x} - 2 Q_{y} = 0$ nonlinear coupling resonance

A. Bazzani, F. Capoani, M. Giovannozzi

In a recent paper, the adiabatic theory of Hamiltonian systems was successfully applied to study the crossing of the linear coupling resonance, $Q_{x} - Q_{y} = 0$ . A detailed explanation…

Analysis of double-resonance crossing in adiabatic trapping phenomena for quasi-integrable area-preserving maps with time-dependent exciters

Hamiltonian theory of the crossing of the 2Qx​−2Qy​=0 nonlinear coupling resonance

Hamiltonian theory of the crossing of the $2 Q_{x} - 2 Q_{y} = 0$ nonlinear coupling resonance