CSGPlane creates an internal representation of a Constructive Solid Geometry (CSG) plane, represented in the form aX + bY + cZ = d. More...

#include <CSGPlane.h>

Inheritance diagram for CSG::CSGPlane:

[legend]

Public Types
enum	Halfspace { Halfspace::POSITIVE, Halfspace::NEGATIVE }
	Enum for the sign of the half-space being represented by a point and surface. More...

Public Member Functions
	CSGPlane (const std::string &name, const Point &p1, const Point &p2, const Point &p3)
	Construct a new CSGPlane surface from three non co-linear points. More...

	CSGPlane (const std::string &name, const Real a, const Real b, const Real c, const Real d)
	Construct a new CSGPlane surface from coefficients (a, b, c, d) for the equation of a plane: aX + bY + cZ = d. More...

virtual	~CSGPlane ()=default
	Destructor. More...

virtual std::unordered_map< std::string, Real >	getCoeffs () const override
	get coefficients (a, b, c, d) of the Plane aX + bY + cZ = d More...

virtual Real	evaluateSurfaceEquationAtPoint (const Point &p) const override
	given a point, determine its evaluation based on the equation of the plane More...

const std::string &	getSurfaceType () const
	Get the Surface Type. More...

CSGSurface::Halfspace	getHalfspaceFromPoint (const Point &p) const
	given a point, determine if it is in the positive or negative half-space for the surface More...

const std::string &	getName () const
	Get the name of surface. More...

bool	operator== (const CSGSurface &other) const
	Operator overload for checking if two CSGSurface objects are equal. More...

bool	operator!= (const CSGSurface &other) const
	Operator overload for checking if two CSGSurface objects are not equal. More...

Protected Member Functions
void	coeffsFromPoints (const Point &p1, const Point &p2, const Point &p3)

void	setName (const std::string &name)


	FRIEND_TEST (CSGSurfaceTest, testSetName)
	Friends for unit testing. More...

Protected Attributes
Real	_a
	Value of a in equation of plane. More...

Real	_b
	Value of b in equation of plane. More...

Real	_c
	Value of c in equation of plane. More...

Real	_d
	Value of d in equation of plane. More...

std::string	_name
	Name of surface. More...

const std::string	_surface_type
	Type of surface that is being represented string is taken directly from the surface class name. More...

Detailed Description

CSGPlane creates an internal representation of a Constructive Solid Geometry (CSG) plane, represented in the form aX + bY + cZ = d.

Definition at line 23 of file CSGPlane.h.

Member Enumeration Documentation

◆ Halfspace

enum CSG::CSGSurface::Halfspace

stronginherited

Enum for the sign of the half-space being represented by a point and surface.

Enumerator
POSITIVE
NEGATIVE

Definition at line 30 of file CSGSurface.h.

   {
     POSITIVE,
     NEGATIVE
   };

Constructor & Destructor Documentation

◆ CSGPlane() [1/2]

CSG::CSGPlane::CSGPlane	(	const std::string &	name,
		const Point &	p1,
		const Point &	p2,
		const Point &	p3
	)

Construct a new CSGPlane surface from three non co-linear points.

Parameters

name	unique name of plane
p1	point 1
p2	point 2
p3	point 3

Definition at line 15 of file CSGPlane.C.

   : CSGSurface(name, MooseUtils::prettyCppType<CSGPlane>())
 {
   coeffsFromPoints(p1, p2, p3);
 }

◆ CSGPlane() [2/2]

CSG::CSGPlane::CSGPlane	(	const std::string &	name,
		const Real	a,
		const Real	b,
		const Real	c,
		const Real	d
	)

Construct a new CSGPlane surface from coefficients (a, b, c, d) for the equation of a plane: aX + bY + cZ = d.

Parameters

name	unique name of plane
a	coefficient a
b	coefficient b
c	coefficient c
d	coefficient d

Definition at line 21 of file CSGPlane.C.

   : CSGSurface(name, MooseUtils::prettyCppType<CSGPlane>()), _a(a), _b(b), _c(c), _d(d)
 {
 }

◆ ~CSGPlane()

virtual CSG::CSGPlane::~CSGPlane ( )

virtualdefault

Destructor.

Member Function Documentation

◆ coeffsFromPoints()

void CSG::CSGPlane::coeffsFromPoints	(	const Point &	p1,
		const Point &	p2,
		const Point &	p3
	)

protected

Definition at line 34 of file CSGPlane.C.

Referenced by CSGPlane().

 {
   // Use three points on plane to solve for the plane equation in form aX + bY +cZ = d,
   // where we are solving for a, b, c, and d.
   RealVectorValue v1 = p2 - p1;
   RealVectorValue v2 = p3 - p1;
   RealVectorValue cross = v2.cross(v1);
 
   // Check that provided points aren't collinear
   if (MooseUtils::absoluteFuzzyEqual(cross.norm(), 0))
     mooseError("Provided points to define a CSGPlane are collinear");
 
   _a = cross(0);
   _b = cross(1);
   _c = cross(2);
   _d = cross * (RealVectorValue)p1;
 }

◆ evaluateSurfaceEquationAtPoint()

Real CSG::CSGPlane::evaluateSurfaceEquationAtPoint ( const Point & p ) const

overridevirtual

given a point, determine its evaluation based on the equation of the plane

Parameters

p point

Returns: evaluation of point based on surface equation

Implements CSG::CSGSurface.

Definition at line 53 of file CSGPlane.C.

 {
   // Compute dot product of <a, b, c> and p to determine if p lies
   // in the positive or negative halfspace of the plane
   const Real dot_prod = _a * p(0) + _b * p(1) + _c * p(2);
 
   return dot_prod - _d;
 }

◆ FRIEND_TEST()

CSG::CSGSurface::FRIEND_TEST	(	CSGSurfaceTest	,
		testSetName
	)

protectedinherited

Friends for unit testing.

◆ getCoeffs()

std::unordered_map< std::string, Real > CSG::CSGPlane::getCoeffs ( ) const

overridevirtual

get coefficients (a, b, c, d) of the Plane aX + bY + cZ = d

Returns: std::unordered_map<std::string, Real> map of coefficients (a, b, c, and d) and their values

Implements CSG::CSGSurface.

Definition at line 27 of file CSGPlane.C.

 {
   std::unordered_map<std::string, Real> coeffs = {{"a", _a}, {"b", _b}, {"c", _c}, {"d", _d}};
   return coeffs;
 }

◆ getHalfspaceFromPoint()

CSGSurface::Halfspace CSG::CSGSurface::getHalfspaceFromPoint ( const Point & p ) const

inherited

given a point, determine if it is in the positive or negative half-space for the surface

Parameters

p point

Returns: sign of the half-space

Definition at line 21 of file CSGSurface.C.

 {
   auto eval = evaluateSurfaceEquationAtPoint(p);
   if (MooseUtils::absoluteFuzzyGreaterThan(eval, 0))
     return Halfspace::POSITIVE;
   else if (MooseUtils::absoluteFuzzyLessThan(eval, 0))
     return Halfspace::NEGATIVE;
   else
     mooseError("Point ",
                p,
                " used to determine halfspace evaluation lies on the surface ",
                _name,
                ", leading to an ambiguously defined halfspace.");
 }

◆ getName()

const std::string& CSG::CSGSurface::getName ( ) const

inlineinherited

Get the name of surface.

Returns: std::string name of surface

Definition at line 95 of file CSGSurface.h.

Referenced by CSG::CSGSurfaceList::addSurface(), CSG::CSGRegion::CSGRegion(), CSG::CSGSurface::operator==(), and CSG::CSGSurfaceList::renameSurface().

95 { return _name; }

CSG::CSGSurface::_name

std::string _name

Name of surface.

Definition: CSGSurface.h:109

◆ getSurfaceType()

const std::string& CSG::CSGSurface::getSurfaceType ( ) const

inlineinherited

Get the Surface Type.

Returns: type of surface

Definition at line 61 of file CSGSurface.h.

Referenced by CSG::CSGSurface::operator==().

61 { return _surface_type; }

CSG::CSGSurface::_surface_type

const std::string _surface_type

Type of surface that is being represented string is taken directly from the surface class name...

Definition: CSGSurface.h:113

◆ operator!=()

bool CSG::CSGSurface::operator!= ( const CSGSurface & other ) const

inherited

Operator overload for checking if two CSGSurface objects are not equal.

Definition at line 45 of file CSGSurface.C.

 {
   return !(*this == other);
 }

◆ operator==()

bool CSG::CSGSurface::operator== ( const CSGSurface & other ) const

inherited

Operator overload for checking if two CSGSurface objects are equal.

Definition at line 37 of file CSGSurface.C.

 {
   return (this->getName() == other.getName()) &&
          (this->getSurfaceType() == other.getSurfaceType()) &&
          (this->getCoeffs() == other.getCoeffs());
 }