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Functions
Constants Namespace Reference

Functions

double R ()
 Universal gas constant = 8.314462176 J/(mol K)
 
double F ()
 Faraday constant = 96483.399242424 C/mol.
 
double Pi ()
 Pi = 3.141592654.
 
double E0 ()
 Permittivity of free space = 8.854187818e-12 F/m.
 
double K ()
 Boltzmann constant = 8.617332478e-5 eV/K.
 
const dealii::Tensor< 1, dimgravity_acceleration ()
 Gravitational acceleration, \( \mathbf{g} = \{ g_{\alpha} \}_{\alpha = 1}^d \quad \text{such that} \quad \forall \alpha \neq d : \quad g_{\alpha} = 0 \quad \left[ \frac{\text{m}}{\text{sec}^2} \right] \quad \text{and} \quad g_d = -9.81 \quad \left[ \frac{\text{m}}{\text{sec}^2} \right] \).
 
const dealii::SymmetricTensor
< 2, dim
unit_tensor ()
 Unit tensor, \( \hat{ \mathbf{I} } = \{ \delta_{\alpha \beta} \}_{\alpha,\beta = 1}^d \).
 

Function Documentation

double Constants::E0 ( )
inline

Permittivity of free space = 8.854187818e-12 F/m.

Referenced by FuelCellShop::MicroScale::AgglomerateBase::AgglomerateBase().

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double Constants::F ( )
inline

Faraday constant = 96483.399242424 C/mol.

Referenced by FuelCellShop::MicroScale::AgglomerateBase::AgglomerateBase(), and FuelCellShop::Kinetics::BaseKinetics::BaseKinetics().

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const dealii::Tensor<1,dim> Constants::gravity_acceleration ( )
inline

Gravitational acceleration, \( \mathbf{g} = \{ g_{\alpha} \}_{\alpha = 1}^d \quad \text{such that} \quad \forall \alpha \neq d : \quad g_{\alpha} = 0 \quad \left[ \frac{\text{m}}{\text{sec}^2} \right] \quad \text{and} \quad g_d = -9.81 \quad \left[ \frac{\text{m}}{\text{sec}^2} \right] \).

References dim.

double Constants::K ( )
inline

Boltzmann constant = 8.617332478e-5 eV/K.

Referenced by FuelCellShop::Kinetics::BaseKinetics::BaseKinetics().

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double Constants::Pi ( )
inline

Pi = 3.141592654.

Referenced by FuelCellShop::MicroScale::AgglomerateBase::AgglomerateBase().

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double Constants::R ( )
inline
const dealii::SymmetricTensor<2,dim> Constants::unit_tensor ( )
inline

Unit tensor, \( \hat{ \mathbf{I} } = \{ \delta_{\alpha \beta} \}_{\alpha,\beta = 1}^d \).

References dim.