Compute properties of a fermion including derivatives [abstract base]. More...
#include <part_deriv.h>
Public Member Functions | |
virtual int | calc_mu (fermion_deriv &f, double temper)=0 |
Calculate properties as function of chemical potential. | |
virtual int | calc_density (fermion_deriv &f, double temper)=0 |
Calculate properties as function of density. | |
virtual int | pair_mu (fermion_deriv &f, double temper)=0 |
Calculate properties with antiparticles as function of chemical potential. | |
virtual int | pair_density (fermion_deriv &f, double temper)=0 |
Calculate properties with antiparticles as function of density. | |
virtual int | nu_from_n (fermion_deriv &f, double temper)=0 |
Calculate effective chemical potential from density. | |
virtual bool | calc_mu_deg (fermion_deriv &f, double temper, double prec) |
Calculate properties as a function of chemical potential using a degenerate expansion. | |
Include explicit zero-temperature calculation, maybe by making this a child of fermion_zerot or by making a new fermion_deriv_zerot?
There is also a closed form for the derivatives of massless fermions with pairs at finite temperature in Constantiou et al. 2014 which could be implemented here.
Definition at line 410 of file part_deriv.h.
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