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Exascale flow solver
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m_derived_types::reactive_burn_parameters Type Reference

Condensed-phase reactive-burn (programmed pressure detonation) parameters. The rate is dlambda/dt = k (1 - lambda) ((p - pign)/pref)^n, optionally scaled by exp(-ta/T) when ta > 0. More...

Public Attributes

real(wpk
 Rate coefficient [1/s].
real(wppign
 Ignition pressure threshold [Pa].
real(wppref
 Reference pressure for the pressure drive [Pa].
real(wpn
 Pressure-drive exponent.
real(wpta
 Activation temperature [K] (0 = pure pressure-driven; > 0 adds exp(-ta/T)).

Detailed Description

Condensed-phase reactive-burn (programmed pressure detonation) parameters. The rate is dlambda/dt = k (1 - lambda) ((p - pign)/pref)^n, optionally scaled by exp(-ta/T) when ta > 0.

Definition at line 849 of file m_derived_types.fpp.f90.

Member Data Documentation

◆ k

real(wp) m_derived_types::reactive_burn_parameters::k

Rate coefficient [1/s].

Definition at line 850 of file m_derived_types.fpp.f90.

◆ n

real(wp) m_derived_types::reactive_burn_parameters::n

Pressure-drive exponent.

Definition at line 853 of file m_derived_types.fpp.f90.

◆ pign

real(wp) m_derived_types::reactive_burn_parameters::pign

Ignition pressure threshold [Pa].

Definition at line 851 of file m_derived_types.fpp.f90.

◆ pref

real(wp) m_derived_types::reactive_burn_parameters::pref

Reference pressure for the pressure drive [Pa].

Definition at line 852 of file m_derived_types.fpp.f90.

◆ ta

real(wp) m_derived_types::reactive_burn_parameters::ta

Activation temperature [K] (0 = pure pressure-driven; > 0 adds exp(-ta/T)).

Definition at line 854 of file m_derived_types.fpp.f90.


The documentation for this type was generated from the following file: