Add to ORKGWe study symplectic mappings which occur in the mod-elization of the 4D betatronic motion in a magnetic lat-tice and define the dynamic aperture in terms of the con-nected volume in phase space of initial conditions which are bounded for a given number of iterations. Different meth-ods for a fast estimate of the dynamic aperture are outlined; the analysis of the associated errors and the optimization of the integration steps are also reviewed. The accuracy of the different approaches have been tested by mean of numerical simulations. Both simple models and more realistic lattices have been considered.
The determination of dynamic aperture in storage rings and colliders is a numerically intensive proc...
A 4D quadratic map can be used to represent the transfer map of a FODO cell with a sextupolar nonlin...
The determination of dynamic aperture in storage rings and colliders is a numerically intensive proc...
Symplectic mappings which modelize the 4D betatronic motion in a magnetic lattice are considered. We...
A method for finding four-dimensional symplectic maps with an enlarged nearly integrable region is d...
We consider the conservative H'enon mapping, which is the one dimensional model of a FODO cell ...
A scaling law describing the time-dependence of the dynamic aperture, i.e., the region of phase spac...
In this contribution the approximate limiting stable amplitude for the non-linear betatron motion in...
It is customary to evaluate the performance of a circular particle accelerator by computing the dyna...
This paper describes dynamic aperture limitation of VEPP-2M in round beam operation due to chromatic...
A method for finding integrable four-dimensional symplectic maps is outlined. The method relies on s...
During the design phase of the CERN Large Hadron Collider the dynamic aperture, i.e., the domain in ...
The dynamic aperture (D.A.) of the LHC is estimated by tracking a thin-lens model of the lattice ove...
In an attempt to maximize the dynamic aperture at the SRRC storage ring the effect of Gaussian sextu...
During the design phase of the CERN Large Hadron Collider the dynamic aperture, i.e., the amplitude ...
The determination of dynamic aperture in storage rings and colliders is a numerically intensive proc...
A 4D quadratic map can be used to represent the transfer map of a FODO cell with a sextupolar nonlin...
The determination of dynamic aperture in storage rings and colliders is a numerically intensive proc...
Symplectic mappings which modelize the 4D betatronic motion in a magnetic lattice are considered. We...
A method for finding four-dimensional symplectic maps with an enlarged nearly integrable region is d...
We consider the conservative H'enon mapping, which is the one dimensional model of a FODO cell ...
A scaling law describing the time-dependence of the dynamic aperture, i.e., the region of phase spac...
In this contribution the approximate limiting stable amplitude for the non-linear betatron motion in...
It is customary to evaluate the performance of a circular particle accelerator by computing the dyna...
This paper describes dynamic aperture limitation of VEPP-2M in round beam operation due to chromatic...
A method for finding integrable four-dimensional symplectic maps is outlined. The method relies on s...
During the design phase of the CERN Large Hadron Collider the dynamic aperture, i.e., the domain in ...
The dynamic aperture (D.A.) of the LHC is estimated by tracking a thin-lens model of the lattice ove...
In an attempt to maximize the dynamic aperture at the SRRC storage ring the effect of Gaussian sextu...
During the design phase of the CERN Large Hadron Collider the dynamic aperture, i.e., the amplitude ...
The determination of dynamic aperture in storage rings and colliders is a numerically intensive proc...
A 4D quadratic map can be used to represent the transfer map of a FODO cell with a sextupolar nonlin...
The determination of dynamic aperture in storage rings and colliders is a numerically intensive proc...