Coordinate Maps, Time-dependent

Functions for mapping time-dependent coordinates between different frames. More...

Classes
class	domain::CoordinateMaps::TimeDependent::CubicScale< Dim >
	Maps the radius as \(r(t) = a(t)\rho + \left(b(t) - a(t)\right) \frac{\rho^3} {R^2}\) where \(\rho\) is the radius of the source coordinates. More...
class	domain::CoordinateMaps::TimeDependent::ProductOf2Maps< Map1, Map2 >
	Product of two codimension=0 CoordinateMaps, where one or both must be time-dependent. More...
class	domain::CoordinateMaps::TimeDependent::Rotation< Dim >
	Time-dependent spatial rotation in two or three dimensions. More...
class	domain::CoordinateMaps::TimeDependent::RotScaleTrans< Dim >
	RotScaleTrans map which applies a combination of rotation, expansion, and translation based on which maps are supplied. More...
class	domain::CoordinateMaps::TimeDependent::Shape
	Distorts a distribution of points radially according to a spherical harmonic expansion while preserving angles. More...
class	domain::CoordinateMaps::ShapeMapTransitionFunctions::SphereTransition
	A transition function that falls off as \(G(r,\theta,\phi) = \frac{f(r)}{r} = \frac{ar + b}{r}\). More...
class	domain::CoordinateMaps::TimeDependent::Skew
	Time dependent coordinate map that keeps the \(y\) and \(z\) coordinates unchanged, but will distort (or skew) the \(x\) coordinate based on functions of time and radial distance to the origin. More...
class	domain::CoordinateMaps::TimeDependent::SphericalCompression< InteriorMap >
	Time-dependent compression of a finite 3D spherical volume. More...
class	domain::CoordinateMaps::TimeDependent::Translation< Dim >
	Translation map defined by \(\vec{x} = \vec{\xi}+F(r)\vec{T}(t)\) where \(F(r)\) takes on different forms based on which constructor is used. More...

Detailed Description

Functions for mapping time-dependent coordinates between different frames.

Coordinate maps provide the maps themselves, the inverse maps, the Jacobian and inverse Jacobian of the maps, and the frame velocity (time derivative of the map)