celeritas::NonuniformGrid< T > Class Template Reference

Interact with a nonuniform grid of increasing values. More...

#include <NonuniformGrid.hh>

Public Types
Type aliases
using	value_type = T
using	Storage = Collection< value_type, Ownership::const_reference, MemSpace::native >
using	ItemRangeT = ItemRange< value_type >
using	SpanConstT = typename Storage::SpanConstT

Public Member Functions
CELER_FUNCTION	NonuniformGrid (ItemRangeT const &values, Storage const &storage)
	Construct with a range indexing into backend storage.
CELER_FORCEINLINE_FUNCTION size_type	size () const
	Number of grid points.
CELER_FORCEINLINE_FUNCTION value_type	front () const
	Minimum/first value.
CELER_FORCEINLINE_FUNCTION value_type	back () const
	Maximum/last value.
CELER_FUNCTION value_type	operator[] (size_type i) const
	Get the value at the given grid point.
CELER_FUNCTION size_type	find (value_type value) const
	Find the value bin such that storage[result] <= value < data[result + 1].
CELER_FORCEINLINE_FUNCTION ItemRangeT	offset () const
	Low-level access to offsets for downstream utilities.
CELER_FUNCTION SpanConstT	values () const
	Construct a span referring to the grid points.

Detailed Description

template<class T>
class celeritas::NonuniformGrid< T >

Interact with a nonuniform grid of increasing values.

This should have the same interface (aside from constructor) as UniformGrid.

Member Function Documentation

find()

template<class T >

CELER_FUNCTION size_type celeritas::NonuniformGrid< T >::find ( value_type  value ) const

inline

Find the value bin such that storage[result] <= value < data[result + 1].

The given value must be in range, because out-of-bounds values usually require different treatment (e.g. clipping to the boundary values rather than interpolating). It's easier to test the exceptional cases (final grid point) outside of the grid view.

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

• NonuniformGrid.hh