Inheritance diagram for UndeformedWall:

Public Member Functions
	UndeformedWall (const double &x0, const double &h)
	Constructor: arguments are the starting point and the height above y=0. More...

void	position (const Vector< double > &zeta, Vector< double > &r) const
	Position vector at Lagrangian coordinate zeta. More...

void	position (const unsigned &t, const Vector< double > &zeta, Vector< double > &r) const
	Parametrised position on object: r(zeta). Evaluated at previous timestep. t=0: current time; t>0: previous timestep. Calls steady version. More...

void	d2position (const Vector< double > &zeta, Vector< double > &r, DenseMatrix< double > &drdzeta, RankThreeTensor< double > &ddrdzeta) const
	Posn vector and its 1st & 2nd derivatives w.r.t. to coordinates: $\frac{dR_i}{d \zeta_\alpha}$ = drdzeta(alpha,i). $\frac{d^2R_i}{d \zeta_\alpha d \zeta_\beta}$ = ddrdzeta(alpha,beta,i). Evaluated at current time. More...

	UndeformedWall (const double &x0, const double &h)
	Constructor: arguments are the starting point and the height above y=0. More...

void	position (const Vector< double > &zeta, Vector< double > &r) const
	Position vector at Lagrangian coordinate zeta. More...

void	position (const unsigned &t, const Vector< double > &zeta, Vector< double > &r) const
	Parametrised position on object: r(zeta). Evaluated at previous timestep. t=0: current time; t>0: previous timestep. Calls steady version. More...

virtual void	d2position (const Vector< double > &zeta, Vector< double > &r, DenseMatrix< double > &drdzeta, RankThreeTensor< double > &ddrdzeta) const
	Posn vector and its 1st & 2nd derivatives w.r.t. to coordinates: $\frac{dR_i}{d \zeta_\alpha}$ = drdzeta(alpha,i). $\frac{d^2R_i}{d \zeta_\alpha d \zeta_\beta}$ = ddrdzeta(alpha,beta,i). Evaluated at current time. More...

	UndeformedWall (const double &x0, const double &h)
	Constructor: arguments are the starting point and the height above y=0. More...

void	position (const Vector< double > &zeta, Vector< double > &r) const
	Position vector at Lagrangian coordinate zeta. More...

void	position (const unsigned &t, const Vector< double > &zeta, Vector< double > &r) const
	Parametrised position on object: r(zeta). Evaluated at previous timestep. t=0: current time; t>0: previous timestep. Calls steady version. More...

virtual void	d2position (const Vector< double > &zeta, Vector< double > &r, DenseMatrix< double > &drdzeta, RankThreeTensor< double > &ddrdzeta) const
	Posn vector and its 1st & 2nd derivatives w.r.t. to coordinates: $\frac{dR_i}{d \zeta_\alpha}$ = drdzeta(alpha,i). $\frac{d^2R_i}{d \zeta_\alpha d \zeta_\beta}$ = ddrdzeta(alpha,beta,i). Evaluated at current time. More...

	UndeformedWall (const double &x0, const double &h)
	Constructor: arguments are the starting point and the height above y=0. More...

void	position (const Vector< double > &zeta, Vector< double > &r) const
	Position vector at Lagrangian coordinate zeta. More...

void	position (const unsigned &t, const Vector< double > &zeta, Vector< double > &r) const
	Parametrised position on object: r(zeta). Evaluated at previous timestep. t=0: current time; t>0: previous timestep. Calls steady version. More...

virtual void	d2position (const Vector< double > &zeta, Vector< double > &r, DenseMatrix< double > &drdzeta, RankThreeTensor< double > &ddrdzeta) const
	Posn vector and its 1st & 2nd derivatives w.r.t. to coordinates: $\frac{dR_i}{d \zeta_\alpha}$ = drdzeta(alpha,i). $\frac{d^2R_i}{d \zeta_\alpha d \zeta_\beta}$ = ddrdzeta(alpha,beta,i). Evaluated at current time. More...

Private Attributes
double	X0
	x position of the undeformed beam's left end. More...

double	H
	Height of the undeformed wall above y=0. More...

Detailed Description

Undeformed wall is a steady, straight 1D line in 2D space

$x = X_0 + \zeta$

$y = H$

Definition at line 100 of file fsi_collapsible_channel.cc.

Constructor & Destructor Documentation

◆ UndeformedWall() [1/4]

UndeformedWall::UndeformedWall	(	const double &	x0,
		const double &	h
	)

inline

Constructor: arguments are the starting point and the height above y=0.

Definition at line 107 of file fsi_collapsible_channel.cc.

References Global_Physical_Variables::H.

◆ UndeformedWall() [2/4]

UndeformedWall::UndeformedWall	(	const double &	x0,
		const double &	h
	)

inline

Constructor: arguments are the starting point and the height above y=0.

Definition at line 106 of file fsi_collapsible_channel_adapt.cc.

References Global_Physical_Variables::H.

◆ UndeformedWall() [3/4]

UndeformedWall::UndeformedWall	(	const double &	x0,
		const double &	h
	)

inline

Constructor: arguments are the starting point and the height above y=0.

Definition at line 146 of file fsi_pseudo_solid_collapsible_channel.cc.

References Global_Physical_Variables::H.

◆ UndeformedWall() [4/4]

UndeformedWall::UndeformedWall	(	const double &	x0,
		const double &	h
	)

inline

Constructor: arguments are the starting point and the height above y=0.

Definition at line 151 of file fsi_pseudo_solid_collapsible_channel_adapt.cc.

References Global_Physical_Variables::H.

Member Function Documentation

◆ d2position() [1/4]

virtual void UndeformedWall::d2position	(	const Vector< double > &	zeta,
		Vector< double > &	r,
		DenseMatrix< double > &	drdzeta,
		RankThreeTensor< double > &	ddrdzeta
	)		const

inlinevirtual

Posn vector and its 1st & 2nd derivatives w.r.t. to coordinates: $\frac{dR_i}{d \zeta_\alpha}$ = drdzeta(alpha,i). $\frac{d^2R_i}{d \zeta_\alpha d \zeta_\beta}$ = ddrdzeta(alpha,beta,i). Evaluated at current time.

Definition at line 139 of file fsi_collapsible_channel_adapt.cc.

References Global_Physical_Variables::H, Global_Physical_Variables::load(), Global_Physical_Variables::P_ext, Global_Physical_Variables::P_up, Global_Physical_Variables::prescribed_traction(), Global_Physical_Variables::Q, Global_Physical_Variables::Re, Global_Physical_Variables::ReSt, and Global_Physical_Variables::Sigma0.

◆ d2position() [2/4]

void UndeformedWall::d2position	(	const Vector< double > &	zeta,
		Vector< double > &	r,
		DenseMatrix< double > &	drdzeta,
		RankThreeTensor< double > &	ddrdzeta
	)		const

inline

Posn vector and its 1st & 2nd derivatives w.r.t. to coordinates: $\frac{dR_i}{d \zeta_\alpha}$ = drdzeta(alpha,i). $\frac{d^2R_i}{d \zeta_\alpha d \zeta_\beta}$ = ddrdzeta(alpha,beta,i). Evaluated at current time.

Definition at line 140 of file fsi_collapsible_channel.cc.

References Global_Physical_Variables::H.

◆ d2position() [3/4]

virtual void UndeformedWall::d2position	(	const Vector< double > &	zeta,
		Vector< double > &	r,
		DenseMatrix< double > &	drdzeta,
		RankThreeTensor< double > &	ddrdzeta
	)		const

inlinevirtual

Posn vector and its 1st & 2nd derivatives w.r.t. to coordinates: $\frac{dR_i}{d \zeta_\alpha}$ = drdzeta(alpha,i). $\frac{d^2R_i}{d \zeta_\alpha d \zeta_\beta}$ = ddrdzeta(alpha,beta,i). Evaluated at current time.

Definition at line 179 of file fsi_pseudo_solid_collapsible_channel.cc.

References Global_Physical_Variables::H, Global_Physical_Variables::P_up, Global_Physical_Variables::Re, and Global_Physical_Variables::ReSt.

◆ d2position() [4/4]

virtual void UndeformedWall::d2position	(	const Vector< double > &	zeta,
		Vector< double > &	r,
		DenseMatrix< double > &	drdzeta,
		RankThreeTensor< double > &	ddrdzeta
	)		const

inlinevirtual

Posn vector and its 1st & 2nd derivatives w.r.t. to coordinates: $\frac{dR_i}{d \zeta_\alpha}$ = drdzeta(alpha,i). $\frac{d^2R_i}{d \zeta_\alpha d \zeta_\beta}$ = ddrdzeta(alpha,beta,i). Evaluated at current time.

Definition at line 184 of file fsi_pseudo_solid_collapsible_channel_adapt.cc.

References Global_Physical_Variables::H, Global_Physical_Variables::Lambda_sq, Global_Physical_Variables::load(), Global_Physical_Variables::Nu, Global_Physical_Variables::P_ext, Global_Physical_Variables::P_up, Global_Physical_Variables::prescribed_traction(), Global_Physical_Variables::Q, Global_Physical_Variables::Re, Global_Physical_Variables::ReSt, and Global_Physical_Variables::Sigma0.