celeritas::orangeinp::EnclosedPolar Class Reference

Define the polar trunction of a solid. More...

#include <Solid.hh>

Public Types
Type aliases
using	VecPolarWedge = std::vector< InfPolarWedge >

Public Member Functions
	EnclosedPolar ()=default
	Default to "all angles".
	EnclosedPolar (Turn start, Turn stop)
	Construct from a starting angle and stop angle.
VecPolarWedge	make_regions () const
	Construct one or two wedges to union.
constexpr	operator bool () const
	Whether the enclosed angle is less than the whole polar range.
Turn	start () const
	Starting angle.
Turn	stop () const
	stop angle

Detailed Description

Define the polar trunction of a solid.

This subtracts up to two infinite cones centered along the z axis from the origin.

A start angle of zero corresponding to the +z axis. An interior angle of 0.5 results in no exclusion from the resulting solid.

// Truncates a solid to the top hemisphere (no cones, just equatorial plane)
EnclosedPolar{Turn{0}, Turn{0.25}};
// Truncates a solid to northern latitudes (intersect two cones and a plane)
EnclosedPolar{Turn{0.15}, Turn{0.2}};
// Truncates a solid to an equatorial region (18 degrees N to 36 S: the union
// of two polar wedge cones)
EnclosedPolar{Turn{0.2}, Turn{0.35}};

Constructor & Destructor Documentation

EnclosedPolar()

celeritas::orangeinp::EnclosedPolar::EnclosedPolar	(	Turn	start,
		Turn	stop
	)

Construct from a starting angle and stop angle.

The beginning starts at the north pole/top point and the end is at the south pole/bottom point.

Note that since the azimuthal region is periodic and can start anywhere from zero to 1 turn, we have to make decisions about its shape based on the stop angle rather than end angle, else we'd have to restrict the input start value to +/- pi or something. In contrast, the polar region is on a non-periodic range [0, 0.5] and we have to...

Member Function Documentation

make_regions()

auto celeritas::orangeinp::EnclosedPolar::make_regions

(

)

const

Construct one or two wedges to union.

The result will be intersected the solid: these wedges are the parts to keep.

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

• Solid.hh
• Solid.cc