A method maps symplectic integrator steps to nonlinear magnet placements, yielding lattices that preserve a pre-specified Hamiltonian with few magnets.
The linear part of the lattice consists of the so called T-insert introduced in [2], and a drift of length L
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Hamiltonian preserving nonlinear optics
A method maps symplectic integrator steps to nonlinear magnet placements, yielding lattices that preserve a pre-specified Hamiltonian with few magnets.