domain::creators::Sphere Class Reference

Create a 3D Domain in the shape of a sphere consisting of six wedges and a central cube. For an image showing how the wedges are aligned in this Domain, see the documentation for Shell. More...

#include <Sphere.hpp>

Classes
struct	BoundaryCondition
struct	InitialGridPoints
struct	InitialRefinement
struct	InnerRadius
struct	OuterRadius
struct	UseEquiangularMap

Public Types
using	maps_list = tmpl::list< domain::CoordinateMap< Frame::Logical, Frame::Inertial, CoordinateMaps::ProductOf3Maps< CoordinateMaps::Affine, CoordinateMaps::Affine, CoordinateMaps::Affine > >, domain::CoordinateMap< Frame::Logical, Frame::Inertial, CoordinateMaps::ProductOf3Maps< CoordinateMaps::Equiangular, CoordinateMaps::Equiangular, CoordinateMaps::Equiangular > >, domain::CoordinateMap< Frame::Logical, Frame::Inertial, CoordinateMaps::Wedge< 3 >, CoordinateMaps::EquatorialCompression, CoordinateMaps::ProductOf2Maps< CoordinateMaps::Affine, CoordinateMaps::Identity< 2 > > > >
using	basic_options = tmpl::list< InnerRadius, OuterRadius, InitialRefinement, InitialGridPoints, UseEquiangularMap >
template<typename Metavariables >
using	options = tmpl::conditional_t< domain::BoundaryConditions::has_boundary_conditions_base_v< typename Metavariables::system >, tmpl::push_back< basic_options, BoundaryCondition< domain::BoundaryConditions::get_boundary_conditions_base< typename Metavariables::system > > >, basic_options >

Public Member Functions
	Sphere (typename InnerRadius::type inner_radius, typename OuterRadius::type outer_radius, typename InitialRefinement::type initial_refinement, typename InitialGridPoints::type initial_number_of_grid_points, typename UseEquiangularMap::type use_equiangular_map, std::unique_ptr< domain::BoundaryConditions::BoundaryCondition > boundary_condition=nullptr, const Options::Context &context={})
	Sphere (const Sphere &)=delete
	Sphere (Sphere &&) noexcept=default
Sphere &	operator= (const Sphere &)=delete
Sphere &	operator= (Sphere &&) noexcept=default
Domain< 3 >	create_domain () const noexcept override
std::vector< std::array< size_t, 3 > >	initial_extents () const noexcept override
	Obtain the initial grid extents of the Elements in each block. More...
std::vector< std::array< size_t, 3 > >	initial_refinement_levels () const noexcept override
	Obtain the initial refinement levels of the blocks. More...
Public Member Functions inherited from DomainCreator< 3 >
	DomainCreator (const DomainCreator< VolumeDim > &)=delete
	DomainCreator (DomainCreator< VolumeDim > &&) noexcept=default
DomainCreator< VolumeDim > &	operator= (const DomainCreator< VolumeDim > &)=delete
DomainCreator< VolumeDim > &	operator= (DomainCreator< VolumeDim > &&) noexcept=default
virtual auto	functions_of_time () const noexcept -> std::unordered_map< std::string, std::unique_ptr< domain::FunctionsOfTime::FunctionOfTime > >
	Retrieve the functions of time used for moving meshes. More...

Static Public Attributes
static constexpr Options::String	help

Detailed Description

Create a 3D Domain in the shape of a sphere consisting of six wedges and a central cube. For an image showing how the wedges are aligned in this Domain, see the documentation for Shell.

Member Function Documentation

create_domain()

Domain< 3 > domain::creators::Sphere::create_domain ( ) const

overridevirtualnoexcept

Implements DomainCreator< 3 >.

initial_extents()

std::vector< std::array< size_t, 3 > > domain::creators::Sphere::initial_extents ( ) const

overridevirtualnoexcept

Obtain the initial grid extents of the Elements in each block.

Implements DomainCreator< 3 >.

initial_refinement_levels()

std::vector< std::array< size_t, 3 > > domain::creators::Sphere::initial_refinement_levels ( ) const

overridevirtualnoexcept

Obtain the initial refinement levels of the blocks.

Implements DomainCreator< 3 >.

Member Data Documentation

help

constexpr Options::String domain::creators::Sphere::help

staticconstexpr

Initial value:

{
      "Creates a 3D Sphere with seven Blocks.\n"
      "Only one refinement level for all dimensions is currently supported.\n"
      "The number of gridpoints in the radial direction can be set\n"
      "independently of the number of gridpoints in the angular directions.\n"
      "The number of gridpoints along the dimensions of the cube is equal\n"
      "to the number of gridpoints along the angular dimensions of the "
      "wedges.\n"
      "Equiangular coordinates give better gridpoint spacings in the angular\n"
      "directions, while equidistant coordinates give better gridpoint\n"
      "spacings in the center block."}