| Type | Visibility | Attributes | Name | Initial | |||
|---|---|---|---|---|---|---|---|
| real(kind=dp), | public | :: | max_time | = | -1.0_dp | ||
| integer, | public | :: | gf_type | = | 0 | ||
| real(kind=dp), | public | :: | damping | = | 0.0_dp | ||
| real(kind=dp), | public | :: | time_angle | = | 0.0_dp | ||
| real(kind=dp), | public | :: | quad_damp_fac | = | 0.0_dp |
type real_time_type ! and a end time to stop the simulation afterwards real(dp) :: max_time = -1.0_dp ! later also store the type of operators and spinorbitals in this ! type! ! store the type of the greensfunction calculated ! 1 ... greater GF: creation operator applied! ! -1 ... lesser GF: annihilation operator applied! integer :: gf_type = 0 ! to reduce the explosive spread of walkers through the ! Hilbert space a small imaginery energy can be introduced in ! the Schroedinger equation id/dt y(t) = (H-E0-ie)y(t) real(dp) :: damping = 0.0_dp real(dp) :: time_angle = 0.0_dp real(dp) :: quad_damp_fac = 0.0_dp end type real_time_type