CONTAINS OPTIONS THAT HAVE NOT YET BEEN THE GIVEN A GREEN LIGHT FOR GENERAL USE. IN PARTICULAR, THESE ARE NOT YET FOR USE IN RESEARCH TO BE PUBLISHED.
compare_TDC_to_MLT = .false.
RSP2 time weighting is determined by the velocity_time_centering controls.
- for Pt and Lt in turbulent energy equation
- for P and grav in momentum equation
- for P and L in energy equation
- for area when multiplied by P
RSP2_Lsurf_factor: Lsurf = RSP2_Lsurf_factor*area(1)*clight*crad*T(1)**4 RSP2_use_Stellingwerf_Lr as in RSP
RSP2_alfad = 1.0d0 RSP2_alfap = 0.0d0 RSP2_alfat = 0.0d0 RSP2_alfam = 0.25d0 RSP2_alfar = 0.0d0 RSP2_min_Lt_div_L_for_overshooting_mixing_type = 1d-4 RSP2_min_Lc_div_L_for_convective_mixing_type = 1d-4 RSP2_Lsurf_factor = 0.5d0 RSP2_report_adjust_w = .false. RSP2_use_L_eqn_at_surface = .true. RSP2_assume_HSE = .true. RSP2_use_RSP_eqn_for_Y_face = .true. RSP2_use_mass_interp_face_values = .false. RSP2_use_Stellingwerf_Lr = .true. RSP2_num_outermost_cells_forced_nonturbulent = 0 RSP2_num_innermost_cells_forced_nonturbulent = 0 RSP2_w_fix_if_neg = 5d-5 RSP2_w_min_for_damping = 1d2 RSP2_source_seed = 0d0 RSP2_remesh_when_load = .true. RSP2_nz = 150 RSP2_nz_outer = 40 RSP2_T_anchor = 11d3 RSP2_dq_1_factor = 2d0 RSP2_nz_div_IBOTOM = 30d0
RSP2_target_steps_per_cycle = 600 RSP2_min_max_R_for_periods = -1
when to stop
RSP2_max_num_periods = -1 RSP2_GREKM_avg_abs_frac_new = 0.1d0 RSP2_GREKM_avg_abs_limit = -1
output data for work integrals during a particular period
RSP2_work_period = -1 RSP2_work_filename = 'work.data'
output data for 3d map. format same as for gnuplot pm3d
RSP2_write_map = .false. RSP2_map_columns_filename = 'map_columns.list'
items listed in your map columns must also appear in your profile columns
RSP2_map_filename = 'map.data' RSP2_map_first_period = -1 RSP2_map_last_period = -1 RSP2_map_zone_interval = 2 RSP2_map_history_filename = 'map_history.data'
Implicit alternative to okay_to_reduce_gradT_excess, EXPERIMENTAL
use_superad_reduction = .false. superad_reduction_Gamma_limit = 0.5d0 superad_reduction_Gamma_limit_scale = 5d0 superad_reduction_Gamma_inv_scale = 5d0 superad_reduction_diff_grads_limit = 1d-3 superad_reduction_limit = -1d0
Gravitational vs baryonic mass corrections.
The Lagrangian coordinate (\(m\)) in MESA is the baryonic mass and the density (\(\rho\)) is the baryonic mass density.
If false, then no distinction between gravitational and baryonic mass. If true, then the gravitational mass is calculated using mass corrections and the momentum equation, total energy equation, and Brunt are modified.
mass_correction is the quantity you multiply
the baryonic mass density by to get the gravitational mass
(mass density) = (baryon density) * amu * mass_correction
Given the mass fractions in a cell, the value of
mass_correction is provided by the
MESA holds m_grav fixed during the newton iterations. This results in an energy conservation error, because the specific potential energy changes when m_grav is updated afterwards. A message showing the relative energy error incurred due to this assumption will be printed to the terminal.
Not compatible with RSP.
use_mass_corrections = .false.