struct SchrodingerEquation

Type for Schrodinger equation. A SchrodingerEquation object is a callable object that has method f(dstate, state, p, t) that fits into a standard ODE problem.

struct SchrodingerProblem
SchrodingerProblem(reg, tspan, hamiltonian; kw...)

Define a Schrodinger equation problem that uses ODE solver from OrdinaryDiffEq to solve the dynamics.

Arguments

• register: required, the evolution problem register, can be a SubspaceArrayReg or an ArrayReg from Yao.
• tspan: required, a (start, stop) tuple or a single number t, the single value form t is equivalent to (zero(t), t).
• hamiltonian: required, the evolution hamiltonian, can be created via rydberg_h.

Common Keyword Arguments

• algo: optional, algorithm to use, this only works for the emulate! interface. for solve or integrator interface, one will need to specify the algorithm explicitly.
• progress: print progress bar or not, this may effect the performance when problem scale is small, default is true.
• progress_steps: steps to update the progress bar, default is 5.
• reltol: relative tolerance, default is 1e-8.
• abstol: absolute tolerance, default is 1e-8.

Further References

For more ODE options, please refer to Common Solver Options. The SchrodingerProblem type supports most of the standard DiffEq problem interface.