Geant4 11.2.2
Toolkit for the simulation of the passage of particles through matter
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G4UCNMicroRoughnessHelper.hh
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1//
2// ********************************************************************
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24// ********************************************************************
25
26//---------------------------------------------------------------------------
27// ClassName: G4UCNMicroRoughnessHelper
28//
29// Class description:
30//
31// This file contains the headers of various functions all related to the
32// calculation of microroughness.
33// see A. Steyerl, Z. Physik 254 (1972) 169.
34//
35// Angular cut: for angles which are closer to the specular direction than a
36// certain value (0.01°), the probability is set to 0 in order to avoid a
37// hang-up at the generation of the polar angle due to a very sharp angular
38// distribution
39//
40// 12-05-14, adopted from Stefan Heule (PSI) Thesis by P.Gumplinger
41// reported in F. Atchison et al., Eur. Phys. J. A 44, 23–29 (2010)
42// DOI: 10.1140/epja/i2010-10926-x
43// Thanks to Geza Zsigmond
44//
45// 02-11-19 Stefan Heule's thesis is available from PSI UCN group pages at
46// https://www.psi.ch/en/ltp-ucn-physics/papers-and-theses
47// or directly at https://opac.nebis.ch/ediss/20080426_002127549.pdf
48
49#ifndef G4MICROROUGHNESSHELPER_HH
50#define G4MICROROUGHNESSHELPER_HH 1
51
52#include "G4Types.hh"
53
55{
56 public: // with description
58
59 public: // with description
60 // Transmitted intensity with k-vector in vacuum
61 // arguments:
62 // 1) cos(theta)^2,
63 // 2) (k_l/k)^2
65
66 // Transmitted intensity with k-vector within the medium
67 // arguments:
68 // 1) cos(theta')^2,
69 // 2) (k_l/k')^2
71
72 // Fourier-tranform of the autocorrelation function with k-vector in vacuum
73 // arguments:
74 // 1) k^2,
75 // 2) theta_i,
76 // 3) theta_o,
77 // 4) phi_o,
78 // 5) b^2,
79 // 6) w^2,
80 // 7) angular cut
82
83 // Fourier-tranform of the autocorrelation function with k-vector within
84 // the medium
85 // arguments:
86 // 1) k,
87 // 2) k',
88 // 3) theta_i,
89 // 4) theta'_o,
90 // 5) phi'_o,
91 // 6) b^2,
92 // 7) w^2,
93 // 8) angular cut
94 // 9) theta_refract
97
98 // Integral probability for non-specular reflection
99 // arguments:
100 // 1) E,
101 // 2) V_F,
102 // 3) theta_i,
103 // 4) number of angles theta_o for which the probability is calculated,
104 // 5) number of angles phi_o for which the probability is calculated,
105 // 6) b^2,
106 // 7) w^2,
107 // 8) pointer to G4double array with max values of the probability,
108 // 9) angular cut
111
112 // Probability of non-specular reflection with the microroughness model
113 // arguments:
114 // 1) E,
115 // 2) V_F,
116 // 3) theta_i,
117 // 4) theta_o,
118 // 5) phi_o,
119 // 6) b,
120 // 7) w,
121 // 8) angular cut
124
125 // Integral probability for non-specular transmission
126 // arguments:
127 // 1) E,
128 // 2) V_F,
129 // 3) theta_i,
130 // 4) number of angles theta_o for which the probability is calculated,
131 // 5) number of angles phi_o for which the probability is calculated,
132 // 6) b^2,
133 // 7) w^2,
134 // 8) pointer to G4double array with max values of the probability,
135 // 9) angular cut
138
139 // Probability of non-specular transmission with the microroughness model
140 // arguments:
141 // 1) E,
142 // 2) V_F,
143 // 3) theta_i,
144 // 4) theta'_o,
145 // 5) phi'_o,
146 // 6) b,
147 // 7) w,
148 // 8) angular cut
151
152 protected:
155
156 private:
157 static G4UCNMicroRoughnessHelper* fpInstance;
158};
159
160#endif // G4MICROROUGHNESSHELPER_HH
double G4double
Definition G4Types.hh:83
int G4int
Definition G4Types.hh:85
G4UCNMicroRoughnessHelper()=default
G4double ProbIplus(G4double, G4double, G4double, G4double, G4double, G4double, G4double, G4double) const
G4double FmuS(G4double, G4double, G4double, G4double, G4double, G4double, G4double, G4double, G4double) const
G4double IntIminus(G4double, G4double, G4double, G4int, G4int, G4double, G4double, G4double *, G4double) const
G4double S2(G4double, G4double) const
G4double SS2(G4double, G4double) const
static G4UCNMicroRoughnessHelper * GetInstance()
G4double Fmu(G4double, G4double, G4double, G4double, G4double, G4double, G4double) const
G4double ProbIminus(G4double, G4double, G4double, G4double, G4double, G4double, G4double, G4double) const
G4double IntIplus(G4double, G4double, G4double, G4int, G4int, G4double, G4double, G4double *, G4double) const