Model describing coagulation due to Brownian motion. Utilises collisional diameters and the Cunningham slip correction. The slip correction coefficient is implemented in the following form: More...

Inheritance diagram for BrownianCollisions:

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Collaboration diagram for BrownianCollisions:

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Public Member Functions
	TypeName ("BrownianCollisions")
	Runtime type information. More...

	BrownianCollisions (const populationBalanceModel &popBal, const dictionary &dict)

virtual	~BrownianCollisions ()
	Destructor. More...

virtual void	precompute ()
	Precompute diameter independent expressions. More...

virtual void	addToCoalescenceRate (volScalarField &coalescenceRate, const label i, const label j)
	Add to coalescenceRate. More...

Public Member Functions inherited from coalescenceModel
	TypeName ("coalescenceModel")
	Runtime type information. More...

	declareRunTimeSelectionTable (autoPtr, coalescenceModel, dictionary,(const populationBalanceModel &popBal, const dictionary &dict),(popBal, dict))

	coalescenceModel (const populationBalanceModel &popBal, const dictionary &dict)

autoPtr< coalescenceModel >	clone () const

virtual	~coalescenceModel ()
	Destructor. More...

Additional Inherited Members
Static Public Member Functions inherited from coalescenceModel
static autoPtr< coalescenceModel >	New (const word &type, const populationBalanceModel &popBal, const dictionary &dict)

Protected Attributes inherited from coalescenceModel
const populationBalanceModel &	popBal_
	Reference to the populationBalanceModel. More...

Detailed Description

Model describing coagulation due to Brownian motion. Utilises collisional diameters and the Cunningham slip correction. The slip correction coefficient is implemented in the following form:

$C_{c_i} = 1 + \lambda [A_1 + A_2 \exp(-A_3 d_i/\lambda)]/d_i\,.$

The coefficients default to the values proposed by Davis (1945). The mean free path is computed by

$\lambda = \frac{kT}{\sqrt{2} \pi p \sigma^{2}}\,.$

	=	Coefficient [-]
	=	Coefficient [-]
	=	Coefficient [-]
$\sigma$	=	Lennard-Jones parameter [m]

Reference:

        Davies, C. N. (1945).
        Definitive equations for the fluid resistance of spheres.
        Proceedings of the Physical Society, 57(4), 259.

Usage

Property	Description	Required	Default value
`A1`	Coefficient A1	no	2.514
`A2`	Coefficient A2	no	0.8
`A3`	Coefficient A2	no	0.55
`sigma`	Lennard-Jones parameter	yes	none

Source files

Definition at line 129 of file BrownianCollisions.H.

Constructor & Destructor Documentation

◆ BrownianCollisions()

BrownianCollisions	(	const populationBalanceModel &	popBal,
		const dictionary &	dict
	)

◆ ~BrownianCollisions()

virtual ~BrownianCollisions ( )

inlinevirtual

Destructor.

Definition at line 166 of file BrownianCollisions.H.

References BrownianCollisions::addToCoalescenceRate(), and BrownianCollisions::precompute().

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Member Function Documentation

◆ TypeName()

TypeName ( "BrownianCollisions" )

Runtime type information.

◆ precompute()

virtual void precompute ( )

virtual

Precompute diameter independent expressions.

Reimplemented from coalescenceModel.

Referenced by BrownianCollisions::~BrownianCollisions().

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◆ addToCoalescenceRate()

virtual void addToCoalescenceRate	(	volScalarField &	coalescenceRate,
		const label	i,
		const label	j
	)

virtual

Add to coalescenceRate.

Implements coalescenceModel.