Collaboration diagram for Esfem::RhsAndSolve_helper:

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Public Member Functions
	RhsAndSolve_helper (Brusselator_scheme &)
	Get private members.

void	scalar_massMatrix ()
	Assemble $(M\nodalValue{u})^n$ and $(M\nodalValue{w})^n$ .

void	brusselator_rhs ()
	$(M_3^n + \alpha A_3^n) \nodalValue{X}^n + \tau \delta M_3^n(\nodalValue{u}^n, \nodalValue{\surfaceNormal})$

void	addScaled_surfaceLoadVector ()
	Adds $\tau G^n$ .

void	solve_surface_and_save ()
	$\parentheses[\big]{M_3^n + (\alpha + \varepsilon\tau) A_3^n} \nodalValue{X}^{n+1} = \nodalValue{Y}$

Private Types
using	Vector_solver = Esfem::SecOrd_op::Solution_driven
	Solver for `X`

Private Attributes
Brusselator_scheme &	bs
	Contains numerical solution.

Brusselator_scheme::Fef &	fef
	Reference to `bs.fef`

const Grid::Grid_and_time	grid
	Temporally grid, hence `const`

Grid::Scal_tiny_FEfun_set	u
	`fef.u.fun` and `fef.u.rhs_les` on `grid`

Grid::Scal_tiny_FEfun_set	w
	`fef.w.fun` and `fef.w.rhs_les` on `grid`

Grid::Vec_tiny_FEfun_set	X
	`bs_fef.surface.fun` and `bs_fef.surface.rhs_les` on `grid`

Scalar_solver	ss
	Mass matrix for `u` and `w`

Vector_solver	vs
	Solver for `X`

SecOrd_op::Vec_rhs	v_rhs
	Right-hand side for the surface PDE.

Detailed Description

Definition at line 177 of file brusselator_algo_impl.h.

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

Public Member Functions