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Sphere.cc
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3 
4 #include <cmath>
5 #include <ostream>
6 #include <vector>
7 
10 
11 using namespace dd;
12 using namespace dd::operators;
13 
15  double outerRadius,
16  double startPhi,
17  double deltaPhi,
18  double startTheta,
19  double deltaTheta)
21 {
22  p_.emplace_back(innerRadius);
23  p_.emplace_back(outerRadius);
24  p_.emplace_back(startPhi);
25  p_.emplace_back(deltaPhi);
26  p_.emplace_back(startTheta);
27  p_.emplace_back(deltaTheta);
28 }
29 
30 void DDI::Sphere::stream(std::ostream & os) const
31 {
32  os << " innerRadius=" << CONVERT_TO( p_[0], cm )
33  << " outerRadius=" << CONVERT_TO( p_[1], cm )
34  << " startPhi=" << CONVERT_TO( p_[2], deg )
35  << " deltaPhi=" << CONVERT_TO( p_[3], deg )
36  << " startTheta=" << CONVERT_TO( p_[4], deg )
37  << " deltaTheta=" << CONVERT_TO( p_[5], deg );
38 }
39 
40 double DDI::Sphere::volume() const
41 {
42  double volume(0.);
43  if ( std::fabs(p_[3]) <= 2._pi && std::fabs(p_[5]) <= _pi ) {
44  volume = std::fabs((p_[1]*p_[1]*p_[1] - p_[0]*p_[0]*p_[0])/3. * (std::cos(p_[4]+p_[5]) - std::cos(p_[4]))*p_[3]);
45  } else if (std::fabs(p_[3]) <= 2._pi && std::fabs(p_[5]) > _pi ) {
46  volume = std::fabs((p_[1]*p_[1]*p_[1] - p_[0]*p_[0]*p_[0])/3. * (std::cos(p_[4]+p_[5]-180._deg) - std::cos(p_[4]))*p_[3]);
47  } else if (std::fabs(p_[3]) > 2._pi && std::fabs(p_[5]) <= _pi ) {
48  volume = std::fabs((p_[1]*p_[1]*p_[1] - p_[0]*p_[0]*p_[0])/3. * (std::cos(p_[4]+p_[5]) - std::cos(p_[4]))*(p_[3]-p_[2]));
49  }
50  return volume;
51 }
Sphere(double innerRadius, double outerRadius, double startPhi, double deltaPhi, double startZ, double deltaZ)
Definition: Sphere.cc:14
DDSolidShape
Definition: DDSolidShapes.h:4
#define CONVERT_TO(_x, _y)
Definition: DDUnits.h:6
Cos< T >::type cos(const T &t)
Definition: Cos.h:22
void stream(std::ostream &) const override
Definition: Sphere.cc:30
double volume() const override
Definition: Sphere.cc:40
std::vector< double > p_
Definition: Solid.h:32
constexpr long double _pi(M_PI)
Definition: DDUnits.h:8