Simplest falloff model ( $F = 1$ ) More...

#include <lindemann_falloff.h>

Public Member Functions
	LindemannFalloff (const unsigned int nspec)

	~LindemannFalloff ()

template<typename StateType >
StateType	value (const StateType &T, const StateType &M, const StateType &k0, const StateType &kinf) const

template<typename StateType >
StateType	operator() (const StateType &T, const StateType &M, const StateType &k0, const StateType &kinf) const

template<typename StateType , typename VectorStateType >
void	F_and_derivatives (const StateType &T, const StateType &M, const StateType &k0, const StateType &dk0_dT, const StateType &kinf, const StateType &dkinf_dT, StateType &F, StateType &dF_dT, VectorStateType &dF_dX) const

Private Attributes
unsigned int	n_spec

Detailed Description

template<typename CoeffType = double>
class Antioch::LindemannFalloff< CoeffType >

Simplest falloff model ( $F = 1$ )

The Lindemann model is the simplest falloff model:

$F = 1$

From which we derive:

$\begin{split} \frac{\partial F}{\partial T} & = 0\\[10pt] \frac{\partial F}{\partial c_i} & = 0 \end{split}$

Definition at line 52 of file lindemann_falloff.h.

Constructor & Destructor Documentation

template<typename CoeffType >

Antioch::LindemannFalloff< CoeffType >::LindemannFalloff ( const unsigned int nspec )

inline

Definition at line 135 of file lindemann_falloff.h.

                                                                        :n_spec(nspec)
   {
     return;
   }

template<typename CoeffType >

Antioch::LindemannFalloff< CoeffType >::~LindemannFalloff ( )

inline

Definition at line 142 of file lindemann_falloff.h.

   {
     return;
   }

Member Function Documentation

template<typename CoeffType >

template<typename StateType , typename VectorStateType >

void Antioch::LindemannFalloff< CoeffType >::F_and_derivatives	(	const StateType &	T,
		const StateType &	M,
		const StateType &	k0,
		const StateType &	dk0_dT,
		const StateType &	kinf,
		const StateType &	dkinf_dT,
		StateType &	F,
		StateType &	dF_dT,
		VectorStateType &	dF_dX
	)		const

inline

Definition at line 113 of file lindemann_falloff.h.

References antioch_assert_equal_to, Antioch::constant_clone(), and Antioch::set_zero().

   {
     //all derived are 0
     Antioch::set_zero(dF_dT);
     antioch_assert_equal_to(dF_dX.size(),n_spec);
     Antioch::set_zero(dF_dX);
     // F = 1
     F = Antioch::constant_clone(T,1);
     
     return;
   }

template<typename CoeffType >

template<typename StateType >

StateType Antioch::LindemannFalloff< CoeffType >::operator()	(	const StateType &	T,
		const StateType &	M,
		const StateType &	k0,
		const StateType &	kinf
	)		const

inline

Definition at line 89 of file lindemann_falloff.h.

References Antioch::constant_clone().

   {
     return Antioch::constant_clone(T, 1);
   }

template<typename CoeffType >

template<typename StateType >

StateType Antioch::LindemannFalloff< CoeffType >::value	(	const StateType &	T,
		const StateType &	M,
		const StateType &	k0,
		const StateType &	kinf
	)		const

inline

Definition at line 101 of file lindemann_falloff.h.

References Antioch::constant_clone().

   {
     return Antioch::constant_clone(T, 1);
   }

Member Data Documentation

template<typename CoeffType = double>

unsigned int Antioch::LindemannFalloff< CoeffType >::n_spec

private

Definition at line 81 of file lindemann_falloff.h.

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

src/kinetics/include/antioch/lindemann_falloff.h

Public Member Functions

Private Attributes

Detailed Description

template<typename CoeffType = double> class Antioch::LindemannFalloff< CoeffType >

Constructor & Destructor Documentation

Member Function Documentation

Member Data Documentation

template<typename CoeffType = double>
class Antioch::LindemannFalloff< CoeffType >