ffcx.ir.representationutils

Utility functions for some code shared between representations.

Functions

create_quadrature_points_and_weights(...)	Create quadrature rule and return points and weights.
integral_type_to_entity_dim(integral_type, tdim)	Given integral_type and domain tdim, return the tdim of the integration entity.
map_integral_points(points, integral_type, ...)	Map points from reference entity to its parent reference cell.

Classes

QuadratureRule(points, weights)

class ffcx.ir.representationutils.QuadratureRule(points, weights)

Bases: object

id()

Return unique deterministic identifier.

Note

This identifier is used to provide unique names to tables and symbols in generated code.

ffcx.ir.representationutils.create_quadrature(cellname, degree, rule) → Tuple[ndarray[Any, dtype[float64]], ndarray[Any, dtype[float64]]]

Create a quadrature rule.

ffcx.ir.representationutils.create_quadrature_points_and_weights(integral_type, cell, degree, rule)

Create quadrature rule and return points and weights.

ffcx.ir.representationutils.integral_type_to_entity_dim(integral_type, tdim)

Given integral_type and domain tdim, return the tdim of the integration entity.

ffcx.ir.representationutils.map_facet_points(points: ndarray[Any, dtype[float64]], facet: int, cellname: str) → ndarray[Any, dtype[float64]]

Map points from a reference facet to a physical facet.

ffcx.ir.representationutils.map_integral_points(points, integral_type, cell, entity)

Map points from reference entity to its parent reference cell.

ffcx.ir.representationutils.reference_cell_vertices(cellname: str) → ndarray[Any, dtype[float64]]

Get the vertices of a reference cell.