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DDSolid.h File Reference

#include <stdexcept>
#include <iostream>
#include <vector>
#include <utility>
#include "DetectorDescription/Core/interface/DDName.h"
#include "DetectorDescription/Core/interface/DDBase.h"
#include "DetectorDescription/Core/interface/DDSolidShapes.h"
#include "DetectorDescription/Core/interface/DDTransform.h"
#include "DetectorDescription/Base/interface/DDTranslation.h"

Go to the source code of this file.

Namespaces
namespace	DDI
Classes
struct	Composites
class	DDBooleanSolid
class	DDBox
class	DDCons
class	DDIntersection
class	DDPolycone
class	DDPolyhedra
class	DDPolySolid
	Abstract class for DDPolycone and DDPolyhedra. Basically a common member function. More...
class	DDPseudoTrap
class	DDReflectionSolid
class	DDShapelessSolid
	This is simply a handle on the solid. More...
class	DDSolid
	A DDSolid represents the shape of a part. More...
struct	DDSolidFactory
	Creates a box with side length 2*xHalf, 2*yHalf, 2*zHalf. More...
class	DDSubtraction
class	DDTorus
class	DDTrap
	Interface to a Trapezoid. More...
class	DDTruncTubs
	A truncated tube section. More...
class	DDTubs
class	DDUnion
Functions
DDSolid *	DDcons (const DDName &name, double zhalf, double rInMinusZ, double rOutMinusZ, double rInPlusZ, double rOutPlusZ, double startPhi, double deltaPhi)
	Creates a cone or a cone-section (refere to Geant4 documentation).
DDSolid *	DDintersection (const DDName &name, const DDSolid &a, const DDSolid &b, const DDRotation &r=DDRotation(), const DDTranslation &t=DDTranslation())
	Creates a boolean solid - the intersection of 2 compound solids.
DDSolid *	DDshapeless (const DDName &name)
	Creates a shapeless solid.
DDSolid *	DDsubtraction (const DDName &name, const DDSolid &a, const DDSolid &b, const DDRotation &r=DDRotation(), const DDTranslation &t=DDTranslation())
	Creates a boolean solid - the union of 2 compound solids.
DDSolid *	DDtorus (const DDName &name, double rMin, double rMax, double rTorus, double startPhi, double deltaPhi)
	Creates a torus or a toroidal-section (refere to Geant4 documentation).
DDSolid *	DDtrap (const DDName &name, double pDz, double pTheta, double pPhi, double pDy1, double pDx1, double pDx2, double pAlp1, double pDy2, double pDx3, double pDx4, double pAlp2)
	Creates a trapezoid (refere to Geant3 or Geant4 documentation).
DDSolid *	DDtubs (const DDName &name, double zhalf, double rIn, double rOut, double startPhi, double deltaPhi)
	Creates a tube or a tube-section (refere to Geant4 documentation).
DDSolid *	DDunion (const DDName &name, const DDSolid &a, const DDSolid &b, const DDRotation &r=DDRotation(), const DDTranslation &t=DDTranslation())
	Creates a boolean solid - the union of 2 compound solids.
std::ostream &	operator<< (std::ostream &, const DDSolid &)

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Function Documentation

DDSolid* DDcons	(	const DDName &	name,
		double	zhalf,
		double	rInMinusZ,
		double	rOutMinusZ,
		double	rInPlusZ,
		double	rOutPlusZ,
		double	startPhi,
		double	deltaPhi
	)

Creates a cone or a cone-section (refere to Geant4 documentation).

The center of the cone or cone-section (for positioning) is the center of coordinates of its definition (x=y=z=0).

DDSolid* DDintersection	(	const DDName &	name,
		const DDSolid &	a,
		const DDSolid &	b,
		const DDRotation &	r = DDRotation(),
		const DDTranslation &	t = DDTranslation()
	)

Creates a boolean solid - the intersection of 2 compound solids.

• name unique name
• a first compound of the intersection
• b second comound of the intersection
• r relative rotation of b towards a
• t relative translation of b towards a The resulting solid is the common volume of a and b .

DDSolid* DDshapeless

(

const DDName &

name

)

Creates a shapeless solid.

When used in a mother-volume this type of solid forms an assembly in the Geant4 sense

DDSolid* DDsubtraction	(	const DDName &	name,
		const DDSolid &	a,
		const DDSolid &	b,
		const DDRotation &	r = DDRotation(),
		const DDTranslation &	t = DDTranslation()
	)

Creates a boolean solid - the union of 2 compound solids.

• name unique name
• a first compound of the subtraction
• b second comound of the subtraction
• r relative rotation of b towards a
• t relative translation of b towards a b is subtracted from a .

DDSolid* DDtorus	(	const DDName &	name,
		double	rMin,
		double	rMax,
		double	rTorus,
		double	startPhi,
		double	deltaPhi
	)

Creates a torus or a toroidal-section (refere to Geant4 documentation).

The center of the torus or toroidal-section (for positioning) is the center of coordinates of its definition (x=y=z=0).

DDSolid* DDtrap	(	const DDName &	name,
		double	pDz,
		double	pTheta,
		double	pPhi,
		double	pDy1,
		double	pDx1,
		double	pDx2,
		double	pAlp1,
		double	pDy2,
		double	pDx3,
		double	pDx4,
		double	pAlp2
	)

Creates a trapezoid (refere to Geant3 or Geant4 documentation).

The center of the tube or tube-section (for positioning) is the center of coordinates of its definition (x=y=z=0).

DDSolid* DDtubs	(	const DDName &	name,
		double	zhalf,
		double	rIn,
		double	rOut,
		double	startPhi,
		double	deltaPhi
	)

Creates a tube or a tube-section (refere to Geant4 documentation).

The center of the tube or tube-section (for positioning) is the center of coordinates of its definition (x=y=z=0).

DDSolid* DDunion	(	const DDName &	name,
		const DDSolid &	a,
		const DDSolid &	b,
		const DDRotation &	r = DDRotation(),
		const DDTranslation &	t = DDTranslation()
	)

Creates a boolean solid - the union of 2 compound solids.

• name unique name
• a first compound of the union
• b second comound of the union
• r relative rotation of b towards a
• t relative translation of b towards a

std::ostream& operator<<	(	std::ostream &	,
		const DDSolid &
	)

Definition at line 31 of file DDSolid.cc.

References DDBase< N, C >::isDefined(), DDSolidShapesName::name(), DDBase< N, C >::rep(), and DDSolid::shape().

{ 
  DDBase<DDName,DDI::Solid*>::def_type defined(solid.isDefined());
  if (defined.first) {
    os << *(defined.first) << " ";
    if (defined.second) {
      os << "  " << DDSolidShapesName::name(solid.shape()) << ": ";
      solid.rep().stream(os); 
    }
    else {
      os << "* solid not defined * ";  
    }
  }  
  else {
    os << "* solid not declared * ";  
  }  
  return os;
}

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