SpECTRE
v2025.01.30
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Functions for mapping coordinates between different frames. More...
Classes | |
class | domain::CoordinateMaps::Affine |
Affine map from \(\xi \in [A, B]\rightarrow x \in [a, b]\). More... | |
class | domain::CoordinateMaps::BulgedCube |
Three dimensional map from the cube to a bulged cube. The cube is shaped such that the surface is compatible with the inner surface of Wedge<3>. The shape of the object can be chosen to be cubical, if the sphericity is set to 0, or to a sphere, if the sphericity is set to 1. The sphericity can be set to any number between 0 and 1 for a bulged cube. More... | |
class | domain::CoordinateMapBase< SourceFrame, TargetFrame, Dim > |
Abstract base class for CoordinateMap. More... | |
class | domain::CoordinateMap< SourceFrame, TargetFrame, Maps > |
A coordinate map or composition of coordinate maps. More... | |
class | domain::CoordinateMaps::CylindricalEndcap |
Map from 3D unit right cylinder to a volume that connects portions of two spherical surfaces. More... | |
class | domain::CoordinateMaps::CylindricalFlatEndcap |
Map from 3D unit right cylinder to a volume that connects a portion of a circle to a portion of a spherical surface. More... | |
class | domain::CoordinateMaps::CylindricalFlatSide |
Map from 3D unit right cylindrical shell to a volume that connects a portion of an annulus to a portion of a spherical surface. More... | |
class | domain::CoordinateMaps::CylindricalSide |
Map from a 3D unit right cylindrical shell to a volume that connects portions of two spherical surfaces. More... | |
class | domain::CoordinateMaps::DiscreteRotation< VolumeDim > |
A CoordinateMap that swaps/negates the coordinate axes. More... | |
class | domain::CoordinateMaps::EquatorialCompression |
Redistributes gridpoints on the sphere. More... | |
class | domain::CoordinateMaps::Equiangular |
Non-linear map from \(\xi \in [A, B]\rightarrow x \in [a, b]\). More... | |
class | domain::CoordinateMaps::FocallyLiftedMap< InnerMap > |
Map from \((\bar{x},\bar{y},\bar{z})\) to the volume contained between a 2D surface and the surface of a 2-sphere. More... | |
class | domain::CoordinateMaps::Frustum |
A reorientable map from the cube to a frustum. More... | |
class | domain::CoordinateMaps::Identity< Dim > |
Identity map from \(\xi \rightarrow x\). More... | |
class | domain::CoordinateMaps::Interval |
Maps \(\xi\) in the 1D interval \([A, B]\) to \(x\) in the interval \([a, b]\) according to a domain::CoordinateMaps::Distribution . More... | |
class | domain::CoordinateMaps::ProductOf2Maps< Map1, Map2 > |
Product of two codimension=0 CoordinateMaps. More... | |
class | domain::CoordinateMaps::ProductOf3Maps< Map1, Map2, Map3 > |
Product of three one-dimensional CoordinateMaps. More... | |
class | domain::CoordinateMaps::Rotation< 2 > |
Spatial rotation in two dimensions. More... | |
class | domain::CoordinateMaps::Rotation< 3 > |
Spatial rotation in three dimensions using Euler angles. More... | |
class | domain::CoordinateMaps::SpecialMobius |
Redistributes gridpoints within the unit sphere. More... | |
class | domain::CoordinateMaps::SphericalToCartesianPfaffian |
Pfaffian transformation from spherical to Cartesian coordinates. More... | |
class | domain::CoordinateMaps::TimeDependent::ProductOf3Maps< Map1, Map2, Map3 > |
Product of three one-dimensional CoordinateMaps. More... | |
class | domain::CoordinateMaps::UniformCylindricalEndcap |
Map from 3D unit right cylinder to a volume that connects portions of two spherical surfaces. More... | |
class | domain::CoordinateMaps::UniformCylindricalFlatEndcap |
Map from 3D unit right cylinder to a 3D volume that connects a portion of a spherical surface with a disk. More... | |
class | domain::CoordinateMaps::UniformCylindricalSide |
Map from 3D unit right cylindrical shell to a volume that connects portions of two spherical surfaces. More... | |
class | domain::CoordinateMaps::Wedge< Dim > |
Map from a square or cube to a wedge. More... | |
Functions for mapping coordinates between different frames.
Coordinate maps provide the maps themselves, the inverse maps, along with the Jacobian and inverse Jacobian of the maps.