Geant4-11
G4INCLNKbElasticChannel.cc
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25//
26// INCL++ intra-nuclear cascade model
27// Alain Boudard, CEA-Saclay, France
28// Joseph Cugnon, University of Liege, Belgium
29// Jean-Christophe David, CEA-Saclay, France
30// Pekka Kaitaniemi, CEA-Saclay, France, and Helsinki Institute of Physics, Finland
31// Sylvie Leray, CEA-Saclay, France
32// Davide Mancusi, CEA-Saclay, France
33//
34#define INCLXX_IN_GEANT4_MODE 1
35
36#include "globals.hh"
37
38#include "G4INCLNKbElasticChannel.hh"
39#include "G4INCLKinematicsUtils.hh"
40#include "G4INCLBinaryCollisionAvatar.hh"
41#include "G4INCLRandom.hh"
42#include "G4INCLGlobals.hh"
43#include "G4INCLLogger.hh"
44#include <algorithm>
45#include "G4INCLPhaseSpaceGenerator.hh"
46
47namespace G4INCL {
48
49 NKbElasticChannel::NKbElasticChannel(Particle *p1, Particle *p2)
50 : particle1(p1), particle2(p2)
51 {}
52
53 NKbElasticChannel::~NKbElasticChannel(){}
54
55 void NKbElasticChannel::fillFinalState(FinalState *fs){
56
57 Particle *nucleon;
58 Particle *kaon;
59
60 if(particle1->isNucleon()){
61 nucleon = particle1;
62 kaon = particle2;
63 }
64 else{
65 nucleon = particle2;
66 kaon = particle1;
67 }
68
69 ThreeVector mom_kaon = KaonMomentum(kaon,nucleon); // Caution: angular distribution comes from K-p which is "Lambda resonant"
70
71 kaon->setMomentum(mom_kaon);
72 nucleon->setMomentum(-mom_kaon);
73
74 nucleon->adjustEnergyFromMomentum();
75 kaon->adjustEnergyFromMomentum();
76
77 fs->addModifiedParticle(nucleon);
78 fs->addModifiedParticle(kaon);
79
80 }
81
82 ThreeVector NKbElasticChannel::KaonMomentum(Particle const * const kaon, Particle const * const nucleon){
83
84 const G4double norm = KinematicsUtils::momentumInCM(kaon,nucleon);
85 const G4double pLab = KinematicsUtils::momentumInLab(kaon,nucleon);
86
87 if(pLab < 225.) return Random::normVector()*norm; // isotropic
88
89 G4double cos_theta = 1.;
90 G4double sin_theta = 0.;
91 const G4double cos_phi = std::cos(Random::shoot()*Math::twoPi);
92 const G4double sin_phi = std::sqrt(1-cos_phi*cos_phi);
93
94 const G4double x = kaon->getMomentum().getX();
95 const G4double y = kaon->getMomentum().getY();
96 const G4double z = kaon->getMomentum().getZ();
97
98 const G4double r = std::sqrt(x*x+y*y+z*z);
99 const G4double rho = std::sqrt(x*x+y*y);
100
101 if(pLab >= 2375.){
102 const G4double b = 12. * pLab/2375.; // correspond to the forward slope description at 2375 MeV/c
103 cos_theta = std::log(Random::shoot()*(std::exp(b)-std::exp(-b))+std::exp(-b))/b;
104 sin_theta = std::sqrt(1-cos_theta*cos_theta);
105
106 }
107 else{
108 const G4double Legendre_coef[431][11] = {
109 {225,0.14007,-0.1329,0.00044,-0.00469,-0.00254,-0.00011,0,0,0,0},
110 {230,0.14143,-0.1335,0.00058,-0.00417,-0.00248,-4E-05,0,0,0,0},
111 {235,0.14283,-0.1179,0.00077,-0.00364,-0.00243,2E-05,0,0,0,0},
112 {240,0.14428,-0.08345,0.00102,-0.00312,-0.00238,9E-05,0,0,0,0},
113 {245,0.14582,-0.04111,0.00133,-0.00259,-0.00232,0.00015,0,0,0,0},
114 {250,0.14746,-0.00771,0.00173,-0.00206,-0.00226,0.00022,0,0,0,0},
115 {255,0.14924,0.00768,0.00222,-0.00153,-0.0022,0.00028,0,0,0,0},
116 {260,0.15117,0.00618,0.00283,-0.00098,-0.00214,0.00035,0,0,0,0},
117 {265,0.15327,-0.00651,0.00358,-0.00043,-0.00206,0.00041,0,0,0,0},
118 {270,0.15552,-0.02353,0.00449,0.00014,-0.00198,0.00048,0,0,0,0},
119 {275,0.15793,-0.03863,0.00558,0.00072,-0.0019,0.00054,0,0,0,0},
120 {280,0.16051,-0.04941,0.00685,0.00131,-0.0018,0.0006,0,0,0,0},
121 {285,0.16325,-0.05717,0.00834,0.00192,-0.00168,0.00067,0,0,0,0},
122 {290,0.16617,-0.06091,0.01006,0.00255,-0.00155,0.00073,0,0,0,0},
123 {295,0.16926,-0.05462,0.01201,0.0032,-0.00141,0.00079,0,0,0,0},
124 {300,0.17254,-0.03426,0.0142,0.00387,-0.00124,0.00085,0,0,0,0},
125 {305,0.17599,-0.00416,0.01663,0.00457,-0.00105,0.00091,0,0,0,0},
126 {310,0.17961,0.02807,0.01931,0.00529,-0.00084,0.00097,0,0,0,0},
127 {315,0.18341,0.05924,0.02221,0.00603,-0.0006,0.00102,0,0,0,0},
128 {320,0.18737,0.09129,0.02534,0.00681,-0.00033,0.00107,0,0,0,0},
129 {325,0.19147,0.12688,0.02868,0.0076,-2E-05,0.00112,0,0,0,0},
130 {330,0.19568,0.16704,0.03221,0.00841,0.00032,0.00116,0,0,0,0},
131 {335,0.20001,0.21052,0.03591,0.00927,0.0007,0.0012,0,0,0,0},
132 {340,0.20444,0.25417,0.03977,0.01019,0.00113,0.00123,0,0,0,0},
133 {345,0.20897,0.29637,0.04374,0.01121,0.0016,0.00125,0,0,0,0},
134 {350,0.21361,0.34404,0.04781,0.01235,0.00211,0.00126,0,0,0,0},
135 {355,0.21836,0.41178,0.05192,0.01363,0.00268,0.00126,0,0,0,0},
136 {360,0.22323,0.51001,0.05605,0.01505,0.00329,0.00125,0,0,0,0},
137 {365,0.22824,0.63548,0.06014,0.01663,0.00396,0.00123,0,0,0,0},
138 {370,0.2334,0.7775,0.06415,0.01839,0.00469,0.0012,0,0,0,0},
139 {375,0.23875,0.92674,0.06804,0.02031,0.00548,0.00114,0,0,0,0},
140 {380,0.24435,1.07258,0.07178,0.02238,0.00632,0.00107,0,0,0,0},
141 {385,0.25024,1.19622,0.07534,0.0246,0.00723,0.00099,1E-05,0,0,0},
142 {390,0.25648,1.27148,0.07871,0.02695,0.00819,0.00088,1E-05,0,0,0},
143 {395,0.26314,1.27773,0.08191,0.02941,0.00922,0.00074,1E-05,0,0,0},
144 {400,0.2703,1.21317,0.08493,0.03197,0.0103,0.00058,1E-05,0,0,0},
145 {405,0.27805,1.09842,0.08781,0.03461,0.01144,0.0004,1E-05,0,0,0},
146 {410,0.28645,0.96106,0.09058,0.03732,0.01264,0.00018,1E-05,0,0,0},
147 {415,0.29558,0.82322,0.09326,0.04009,0.01389,-7E-05,1E-05,0,0,0},
148 {420,0.30549,0.70361,0.09589,0.04293,0.01518,-0.00035,2E-05,0,0,0},
149 {425,0.31624,0.61949,0.09849,0.04579,0.01652,-0.00067,2E-05,0,0,0},
150 {430,0.32784,0.57051,0.10106,0.04865,0.0179,-0.00102,2E-05,0,0,0},
151 {435,0.34034,0.53542,0.10361,0.05148,0.0193,-0.00142,2E-05,0,0,0},
152 {440,0.35375,0.49078,0.10615,0.05423,0.02072,-0.00186,2E-05,0,0,0},
153 {445,0.36809,0.42743,0.10865,0.05688,0.02216,-0.00234,2E-05,0,0,0},
154 {450,0.38335,0.35685,0.11111,0.05938,0.02361,-0.00287,3E-05,0,0,0},
155 {455,0.39954,0.29473,0.11352,0.0617,0.02506,-0.00345,3E-05,0,0,0},
156 {460,0.41664,0.24563,0.11587,0.0638,0.02653,-0.00407,3E-05,0,0,0},
157 {465,0.43459,0.21189,0.11819,0.06569,0.02798,-0.00474,3E-05,0,0,0},
158 {470,0.45332,0.19982,0.12049,0.06737,0.0294,-0.00546,3E-05,0,0,0},
159 {475,0.47275,0.20898,0.12283,0.06886,0.03078,-0.00623,4E-05,0,0,0},
160 {480,0.49282,0.22837,0.12528,0.07016,0.03211,-0.00705,4E-05,0,0,0},
161 {485,0.51344,0.24427,0.12795,0.0713,0.03337,-0.00791,4E-05,0,0,0},
162 {490,0.53457,0.25093,0.13095,0.07231,0.03456,-0.00882,4E-05,0,0,0},
163 {495,0.55613,0.25424,0.13442,0.07322,0.03567,-0.00977,4E-05,0,0,0},
164 {500,0.57806,0.26108,0.13848,0.07406,0.03671,-0.01076,4E-05,0,0,0},
165 {505,0.60029,0.27305,0.14325,0.07486,0.03765,-0.01179,5E-05,0,0,0},
166 {510,0.62275,0.2865,0.14878,0.07566,0.03851,-0.01285,5E-05,0,0,0},
167 {515,0.64538,0.30095,0.15509,0.07648,0.03926,-0.01394,5E-05,0,0,0},
168 {520,0.66812,0.32366,0.16211,0.07734,0.03992,-0.01506,5E-05,0,0,0},
169 {525,0.69093,0.35704,0.16973,0.07824,0.04047,-0.0162,5E-05,0,0,0},
170 {530,0.71377,0.36827,0.17776,0.07915,0.04093,-0.01737,4E-05,0,0,0},
171 {535,0.7366,0.38051,0.18596,0.08008,0.0413,-0.01855,4E-05,0,0,0},
172 {540,0.75939,0.39356,0.19409,0.08101,0.04158,-0.01975,4E-05,-1E-05,0,0},
173 {545,0.78211,0.40692,0.20194,0.08198,0.04178,-0.02094,4E-05,-1E-05,0,0},
174 {550,0.80474,0.42044,0.20931,0.083,0.04194,-0.02212,3E-05,-1E-05,0,0},
175 {555,0.82725,0.43387,0.21611,0.08409,0.04205,-0.02328,3E-05,-1E-05,0,0},
176 {560,0.84963,0.447,0.2222,0.08529,0.04216,-0.02441,2E-05,-1E-05,0,0},
177 {565,0.87184,0.45974,0.22759,0.08661,0.04226,-0.0255,2E-05,-1E-05,0,0},
178 {570,0.89386,0.47209,0.23233,0.08808,0.04239,-0.02654,1E-05,-1E-05,0,0},
179 {575,0.91567,0.4841,0.23658,0.08972,0.04255,-0.02752,0,-1E-05,0,0},
180 {580,0.93726,0.4957,0.24036,0.09155,0.04277,-0.02843,-1E-05,-1E-05,0,0},
181 {585,0.95862,0.50708,0.24394,0.09359,0.04306,-0.02924,-2E-05,-1E-05,0,0},
182 {590,0.97974,0.51822,0.24738,0.09584,0.04344,-0.02996,-3E-05,-1E-05,0,0},
183 {595,1.00062,0.52933,0.25094,0.09833,0.04391,-0.03055,-4E-05,-1E-05,0,0},
184 {600,1.02125,0.54045,0.2547,0.10105,0.0445,-0.03102,-6E-05,-1E-05,0,0},
185 {605,1.04163,0.55179,0.25885,0.10403,0.04522,-0.03134,-7E-05,-1E-05,0,0},
186 {610,1.06175,0.56353,0.2635,0.10727,0.04608,-0.03151,-9E-05,-1E-05,0,0},
187 {615,1.08161,0.57592,0.26878,0.1108,0.0471,-0.0315,-0.00011,-1E-05,0,0},
188 {620,1.10122,0.58905,0.27473,0.1146,0.0483,-0.03132,-0.00013,-1E-05,0,0},
189 {625,1.12057,0.6033,0.28148,0.11868,0.0497,-0.03096,-0.00015,-1E-05,0,0},
190 {630,1.13968,0.61885,0.28905,0.12305,0.05131,-0.03043,-0.00017,0,0,0},
191 {635,1.15854,0.63595,0.2975,0.1277,0.05316,-0.02972,-0.0002,0,0,0},
192 {640,1.17716,0.65493,0.30687,0.13264,0.05526,-0.02883,-0.00022,0,0,0},
193 {645,1.19553,0.67602,0.31718,0.13783,0.05761,-0.02778,-0.00025,0,0,0},
194 {650,1.21364,0.69939,0.32841,0.14324,0.06018,-0.02657,-0.00028,0,0,0},
195 {655,1.23147,0.72528,0.34057,0.14882,0.06296,-0.02522,-0.00031,0,0,0},
196 {660,1.249,0.7539,0.35367,0.15454,0.06592,-0.02375,-0.00034,0,0,0},
197 {665,1.26621,0.78533,0.36764,0.16034,0.06903,-0.02217,-0.00038,0,0,0},
198 {670,1.28308,0.8195,0.3824,0.1662,0.07229,-0.0205,-0.00041,0,0,0},
199 {675,1.29958,0.85642,0.39788,0.17209,0.07568,-0.01875,-0.00045,0,1E-05,0},
200 {680,1.31567,0.89591,0.41398,0.17799,0.07917,-0.01692,-0.00049,1E-05,1E-05,0},
201 {685,1.3313,0.93777,0.43055,0.1839,0.08278,-0.01503,-0.00052,1E-05,1E-05,0},
202 {690,1.3464,0.98156,0.44745,0.1898,0.08648,-0.01309,-0.00056,1E-05,1E-05,0},
203 {695,1.36092,1.02685,0.46446,0.19569,0.09029,-0.01109,-0.0006,1E-05,1E-05,0},
204 {700,1.3748,1.07309,0.48139,0.20155,0.09418,-0.00906,-0.00064,2E-05,1E-05,0},
205 {705,1.38798,1.11974,0.49805,0.20738,0.09815,-0.00698,-0.00068,2E-05,1E-05,0},
206 {710,1.4004,1.16608,0.51421,0.21317,0.10219,-0.00489,-0.00072,2E-05,1E-05,0},
207 {715,1.41199,1.2115,0.52966,0.21892,0.10629,-0.00279,-0.00076,2E-05,1E-05,0},
208 {720,1.4227,1.25536,0.54424,0.22461,0.11042,-0.00069,-0.0008,3E-05,2E-05,0},
209 {725,1.43247,1.29714,0.55781,0.23025,0.11459,0.00139,-0.00083,3E-05,2E-05,0},
210 {730,1.44128,1.33634,0.57029,0.23586,0.11881,0.00347,-0.00087,4E-05,2E-05,0},
211 {735,1.4491,1.37258,0.58161,0.24145,0.12307,0.00557,-0.0009,4E-05,2E-05,0},
212 {740,1.4559,1.40563,0.59178,0.24704,0.1274,0.0077,-0.00092,4E-05,2E-05,0},
213 {745,1.46166,1.43537,0.60085,0.25266,0.1318,0.00989,-0.00094,5E-05,2E-05,0},
214 {750,1.4664,1.46184,0.60893,0.25834,0.1363,0.01213,-0.00096,5E-05,3E-05,0},
215 {755,1.47012,1.48507,0.61613,0.2641,0.14092,0.01446,-0.00097,6E-05,3E-05,0},
216 {760,1.47283,1.50532,0.62261,0.27,0.14569,0.01687,-0.00098,6E-05,3E-05,0},
217 {765,1.47454,1.52274,0.62849,0.27606,0.15063,0.01938,-0.00097,7E-05,3E-05,0},
218 {770,1.47527,1.5377,0.634,0.2823,0.15572,0.02196,-0.00096,7E-05,3E-05,0},
219 {775,1.47506,1.55045,0.63926,0.28875,0.16095,0.02458,-0.00094,8E-05,3E-05,0},
220 {780,1.47395,1.56132,0.64445,0.29542,0.16628,0.02721,-0.0009,8E-05,3E-05,0},
221 {785,1.47197,1.57062,0.64973,0.30235,0.17174,0.02983,-0.00086,9E-05,4E-05,0},
222 {790,1.46919,1.5787,0.65524,0.30957,0.1773,0.03242,-0.0008,9E-05,4E-05,0},
223 {795,1.46566,1.58579,0.66108,0.31709,0.18297,0.03496,-0.00072,0.0001,4E-05,0},
224 {800,1.46143,1.59213,0.66731,0.32494,0.18871,0.03743,-0.00063,0.0001,4E-05,0},
225 {805,1.45658,1.59801,0.67402,0.33312,0.19452,0.03981,-0.00052,0.00011,4E-05,0},
226 {810,1.45114,1.60371,0.68124,0.34165,0.20038,0.04209,-0.00039,0.00011,4E-05,0},
227 {815,1.44519,1.60936,0.68893,0.35054,0.20629,0.04424,-0.00023,0.00011,4E-05,0},
228 {820,1.43878,1.61515,0.69704,0.35982,0.21224,0.04625,-6E-05,0.00012,4E-05,0},
229 {825,1.43195,1.62131,0.70553,0.36949,0.21824,0.04813,0.00015,0.00012,4E-05,0},
230 {830,1.42477,1.62791,0.71427,0.37956,0.22429,0.04984,0.00038,0.00012,3E-05,0},
231 {835,1.41729,1.63504,0.72318,0.39006,0.23038,0.05138,0.00064,0.00012,3E-05,0},
232 {840,1.40956,1.64282,0.73218,0.401,0.23651,0.05274,0.00093,0.00012,3E-05,0},
233 {845,1.40161,1.65132,0.74124,0.41239,0.2427,0.05393,0.00126,0.00012,2E-05,0},
234 {850,1.3935,1.66056,0.7503,0.42424,0.24895,0.05496,0.00162,0.00011,2E-05,0},
235 {855,1.38526,1.67054,0.75937,0.43656,0.25527,0.05582,0.00201,0.00011,1E-05,0},
236 {860,1.37693,1.68128,0.76851,0.44938,0.26166,0.05654,0.00245,0.0001,1E-05,0},
237 {865,1.36855,1.69275,0.77776,0.46269,0.26815,0.05712,0.00292,9E-05,0,0},
238 {870,1.36017,1.70495,0.78724,0.47652,0.27478,0.05759,0.00343,8E-05,-1E-05,0},
239 {875,1.35182,1.71783,0.79705,0.49087,0.28156,0.05797,0.00399,7E-05,-2E-05,0},
240 {880,1.34355,1.73135,0.80728,0.50576,0.28853,0.05828,0.00458,5E-05,-3E-05,0},
241 {885,1.33538,1.74545,0.81803,0.52118,0.29569,0.05854,0.00522,4E-05,-4E-05,0},
242 {890,1.32737,1.76009,0.82938,0.53712,0.30306,0.05876,0.00589,1E-05,-5E-05,0},
243 {895,1.31955,1.77516,0.8414,0.55357,0.31064,0.05896,0.00661,-1E-05,-7E-05,0},
244 {900,1.31195,1.79066,0.85422,0.57052,0.31846,0.05916,0.00737,-4E-05,-8E-05,0},
245 {905,1.30462,1.80645,0.86774,0.58794,0.32651,0.05937,0.00817,-7E-05,-0.0001,0},
246 {910,1.29758,1.82248,0.88204,0.60577,0.33479,0.05957,0.009,-0.0001,-0.00012,0},
247 {915,1.29087,1.83865,0.89711,0.62396,0.34327,0.05975,0.00987,-0.00014,-0.00014,0},
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390 {1630,2.17143,3.03914,3.05609,2.40805,1.55175,0.79459,0.39587,0.03958,-0.00862,-0.0029},
391 {1635,2.17743,3.04206,3.05566,2.41649,1.55446,0.79642,0.39212,0.03772,-0.00874,-0.00296},
392 {1640,2.18323,3.0438,3.05428,2.42425,1.55667,0.79786,0.38823,0.03583,-0.00884,-0.00302},
393 {1645,2.18883,3.04456,3.05224,2.43135,1.5584,0.79893,0.38421,0.03394,-0.0089,-0.00308},
394 {1650,2.19425,3.04449,3.04972,2.43784,1.55969,0.79964,0.38008,0.03203,-0.00894,-0.00312},
395 {1655,2.19949,3.04374,3.04683,2.44372,1.56058,0.80001,0.37586,0.03012,-0.00894,-0.00316},
396 {1660,2.20457,3.04245,3.04363,2.44904,1.5611,0.80007,0.37157,0.02822,-0.0089,-0.00318},
397 {1665,2.20949,3.04076,3.04018,2.4538,1.56127,0.79983,0.36722,0.02633,-0.00882,-0.00319},
398 {1670,2.21426,3.03876,3.03649,2.45804,1.56113,0.79931,0.36285,0.02445,-0.00869,-0.00319},
399 {1675,2.21889,3.03657,3.03256,2.46178,1.56073,0.79853,0.35847,0.0226,-0.00851,-0.00317},
400 {1680,2.22339,3.03424,3.02844,2.46505,1.56008,0.79752,0.35409,0.02078,-0.00828,-0.00314},
401 {1685,2.22778,3.03182,3.02406,2.46788,1.55922,0.79629,0.34975,0.019,-0.00799,-0.00309},
402 {1690,2.23204,3.02936,3.01948,2.47029,1.5582,0.79487,0.34545,0.01726,-0.00764,-0.00302},
403 {1695,2.2362,3.02689,3.01476,2.47235,1.55707,0.79332,0.34124,0.0156,-0.00723,-0.00294},
404 {1700,2.24024,3.02446,3.00998,2.47413,1.55589,0.79171,0.33714,0.01403,-0.00674,-0.00283},
405 {1705,2.24417,3.0221,3.00522,2.47568,1.55472,0.79009,0.33318,0.01259,-0.00618,-0.00269},
406 {1710,2.24799,3.01984,3.00059,2.47707,1.55362,0.78852,0.3294,0.01129,-0.00554,-0.00253},
407 {1715,2.2517,3.01771,2.99623,2.47837,1.55264,0.78708,0.32582,0.01016,-0.00482,-0.00234},
408 {1720,2.2553,3.01574,2.99226,2.47962,1.55186,0.78581,0.32248,0.00922,-0.004,-0.00212},
409 {1725,2.25879,3.01395,2.98884,2.48091,1.55133,0.78478,0.31941,0.00851,-0.00308,-0.00186},
410 {1730,2.26217,3.01237,2.98611,2.48228,1.55111,0.78405,0.31663,0.00804,-0.00207,-0.00158},
411 {1735,2.26543,3.01101,2.98419,2.48381,1.55125,0.78368,0.31418,0.00784,-0.00095,-0.00125},
412 {1740,2.2686,3.00988,2.98319,2.48555,1.55181,0.78373,0.31209,0.00793,0.00028,-0.00089},
413 {1745,2.27167,3.00897,2.98323,2.48753,1.55279,0.7842,0.31036,0.00833,0.00164,-0.00048},
414 {1750,2.27466,3.00828,2.98436,2.48976,1.5542,0.78513,0.309,0.00904,0.00312,-4E-05},
415 {1755,2.27759,3.00777,2.9866,2.49229,1.55605,0.78653,0.30801,0.01008,0.00473,0.00046},
416 {1760,2.28046,3.00743,2.98993,2.49512,1.55834,0.78842,0.30742,0.01146,0.00649,0.00101},
417 {1765,2.28329,3.00722,2.99427,2.49831,1.56109,0.7908,0.30721,0.0132,0.0084,0.00161},
418 {1770,2.2861,3.00712,2.99948,2.50185,1.56429,0.79371,0.30741,0.0153,0.01047,0.00226},
419 {1775,2.28889,3.00709,3.00539,2.5058,1.56796,0.79716,0.30802,0.01778,0.0127,0.00297},
420 {1780,2.29169,3.1971,3.01177,2.51016,1.5721,0.80117,0.30905,0.02065,0.01511,0.00375},
421 {1785,2.2945,3.00713,3.01836,2.51497,1.57672,0.80575,0.3105,0.02392,0.01769,0.00458},
422 {1790,2.29733,3.00727,3.02501,2.52024,1.58182,0.81092,0.31238,0.0276,0.02047,0.00549},
423 {1795,2.30019,3.00743,3.03129,2.52598,1.58741,0.81667,0.3147,0.03168,0.02343,0.00646},
424 {1800,2.30308,3.00769,3.03701,2.53218,1.5935,0.82299,0.31748,0.03616,0.02657,0.0075},
425 {1805,2.30599,3.1981,3.04192,2.53883,1.60008,0.82989,0.3207,0.04101,0.0299,0.00861},
426 {1810,2.30894,3.00875,3.04579,2.54593,1.60716,0.83734,0.3244,0.04625,0.03341,0.00979},
427 {1815,2.31191,3.00975,3.04841,2.55348,1.61474,0.84535,0.32856,0.05185,0.0371,0.01104},
428 {1820,2.31492,3.01122,3.04963,2.56148,1.62284,0.85391,0.3332,0.05781,0.04098,0.01236},
429 {1825,2.31795,3.01333,3.04935,2.56991,1.63144,0.86302,0.33833,0.06413,0.04503,0.01375},
430 {1830,2.32102,3.01624,3.04762,2.57878,1.64056,0.87266,0.34395,0.07078,0.04926,0.01521},
431 {1835,2.32413,3.02014,3.04457,2.58808,1.6502,0.88283,0.35007,0.07777,0.05367,0.01675},
432 {1840,2.32727,3.02528,3.04081,2.59781,1.66037,0.89353,0.35671,0.08509,0.05826,0.01836},
433 {1845,2.33044,3.03168,3.03673,2.60797,1.67106,0.90475,0.36386,0.09272,0.06301,0.02005},
434 {1850,2.33366,3.03949,3.03328,2.61854,1.68229,0.91647,0.37154,0.10066,0.06795,0.02181},
435 {1855,2.33691,3.04874,3.03143,2.62953,1.69405,0.9287,0.37975,0.1089,0.07305,0.02365},
436 {1860,2.3402,3.0594,3.03217,2.64094,1.70635,0.94143,0.3885,0.11743,0.07833,0.02557},
437 {1865,2.34353,3.07137,3.03635,2.65275,1.71919,0.95466,0.3978,0.12624,0.08378,0.02756},
438 {1870,2.3469,3.08454,3.04459,2.66497,1.73259,0.96837,0.40765,0.13533,0.0894,0.02963},
439 {1875,2.35032,3.09878,3.05724,2.67759,1.74653,0.98256,0.41807,0.14468,0.09518,0.03179},
440 {1880,2.35378,3.11396,3.07431,2.69061,1.76103,0.99722,0.42906,0.15429,0.10114,0.03402},
441 {1885,2.35728,3.12996,3.09565,2.70402,1.77609,1.01235,0.44063,0.16415,0.10726,0.03633},
442 {1890,2.36083,3.1466,3.12083,2.71781,1.7917,1.02793,0.45277,0.17425,0.11354,0.03872},
443 {1895,2.3644,3.16367,3.14918,2.73195,1.80781,1.04392,0.46544,0.18455,0.11996,0.04119},
444 {1900,2.36801,3.181,3.18008,2.74642,1.82439,1.06029,0.4786,0.19504,0.1265,0.04371},
445 {1905,2.37163,3.19834,3.21275,2.76118,1.84138,1.07698,0.4922,0.20568,0.13315,0.0463},
446 {1910,2.37525,3.2154,3.24639,2.77619,1.85874,1.09395,0.50619,0.21644,0.13988,0.04894},
447 {1915,2.37887,3.23188,3.28016,2.79144,1.87643,1.11116,0.52052,0.2273,0.14668,0.05162},
448 {1920,2.38247,3.24747,3.31324,2.80688,1.89439,1.12858,0.53516,0.23822,0.15352,0.05433},
449 {1925,2.38605,3.26188,3.34488,2.82248,1.91258,1.14615,0.55006,0.24919,0.16039,0.05707},
450 {1930,2.3896,3.27487,3.37443,2.83822,1.93096,1.16384,0.56516,0.26017,0.16726,0.05983},
451 {1935,2.3931,3.28629,3.40141,2.85406,1.94947,1.18161,0.58043,0.27113,0.17413,0.0626},
452 {1940,2.39655,3.29596,3.42532,2.86997,1.96808,1.1994,0.59582,0.28205,0.18096,0.06538},
453 {1945,2.39994,3.30388,3.44597,2.88593,1.98673,1.21718,0.61129,0.2929,0.18774,0.06815},
454 {1950,2.40326,3.31012,3.46328,2.90189,2.00539,1.23491,0.62678,0.30364,0.19445,0.07092},
455 {1955,2.4065,3.31482,3.47731,2.91783,2.02399,1.25255,0.64225,0.31426,0.20108,0.07366},
456 {1960,2.40965,3.31816,3.48822,2.93371,2.04251,1.27005,0.65766,0.32472,0.20759,0.07638},
457 {1965,2.41269,3.32044,3.49632,2.94951,2.06089,1.28736,0.67296,0.335,0.21398,0.07907},
458 {1970,2.41563,3.32179,3.50179,2.96519,2.07908,1.30446,0.68811,0.34507,0.22022,0.08172},
459 {1975,2.41845,3.32254,3.50506,2.98073,2.09704,1.32129,0.70305,0.35489,0.22629,0.08432},
460 {1980,2.42114,3.32293,3.50649,2.99609,2.11473,1.33781,0.71775,0.36445,0.23218,0.08686},
461 {1985,2.42369,3.32318,3.50645,3.01123,2.13209,1.35398,0.73216,0.3737,0.23786,0.08934},
462 {1990,2.4261,3.32346,3.50529,3.02615,2.1491,1.36979,0.74625,0.38265,0.24332,0.09175},
463 {1995,2.42837,3.3239,3.50335,3.04085,2.16577,1.38523,0.76001,0.3913,0.24858,0.0941},
464 {2000,2.43052,3.3246,3.50095,3.05532,2.18212,1.40032,0.77347,0.39966,0.25362,0.09637},
465 {2005,2.43254,3.32561,3.49838,3.0696,2.19817,1.4151,0.78662,0.40776,0.25847,0.09857},
466 {2010,2.43445,3.32696,3.49592,3.08368,2.21393,1.42957,0.79948,0.41561,0.26313,0.10071},
467 {2015,2.43626,3.32865,3.49379,3.09757,2.22941,1.44376,0.81205,0.42322,0.2676,0.10277},
468 {2020,2.43797,3.33067,3.4922,3.11129,2.24465,1.45768,0.82434,0.43061,0.2719,0.10477},
469 {2025,2.43959,3.33296,3.49131,3.12484,2.25964,1.47135,0.83637,0.4378,0.27602,0.10669},
470 {2030,2.44113,3.3355,3.49125,3.13823,2.27442,1.48479,0.84813,0.4448,0.27998,0.10855},
471 {2035,2.4426,3.33826,3.49211,3.15148,2.28899,1.49802,0.85963,0.45163,0.28378,0.11033},
472 {2040,2.444,3.34111,3.49372,3.16458,2.30338,1.51106,0.87089,0.45831,0.28743,0.11205},
473 {2045,2.44535,3.34405,3.49616,3.17756,2.31759,1.52392,0.88191,0.46485,0.29094,0.11369},
474 {2050,2.44665,3.34702,3.49935,3.19042,2.33166,1.53664,0.8927,0.47126,0.29431,0.11527},
475 {2055,2.44791,3.34996,3.50318,3.20317,2.34559,1.54921,0.90327,0.47758,0.29755,0.11678},
476 {2060,2.44914,3.35283,3.50751,3.21581,2.3594,1.56167,0.91363,0.4838,0.30066,0.11821},
477 {2065,2.45034,3.35558,3.51224,3.22837,2.37312,1.57403,0.92377,0.48995,0.30366,0.11957},
478 {2070,2.45152,3.35816,3.51725,3.24084,2.38675,1.58631,0.93373,0.49604,0.30655,0.12087},
479 {2075,2.4527,3.36053,3.52245,3.25325,2.40031,1.59853,0.94349,0.50209,0.30933,0.12209},
480 {2080,2.45388,3.36265,3.52782,3.26559,2.41382,1.61071,0.95306,0.50811,0.31202,0.12324},
481 {2085,2.45506,3.36448,3.53335,3.27788,2.4273,1.62286,0.96247,0.51413,0.31462,0.12433},
482 {2090,2.45626,3.36599,3.53911,3.29012,2.44076,1.63501,0.97171,0.52015,0.31713,0.12534},
483 {2095,2.45747,3.36713,3.54518,3.30232,2.4542,1.64714,0.98078,0.52617,0.31957,0.12627},
484 {2100,2.4587,3.36785,3.5517,3.31448,2.46763,1.65927,0.98971,0.53219,0.32192,0.12714},
485 {2105,2.45995,3.3681,3.55882,3.32661,2.48105,1.67138,0.99848,0.5382,0.32419,0.12793},
486 {2110,2.46121,3.36785,3.56668,3.3387,2.49446,1.68349,1.1971,0.5442,0.32639,0.12864},
487 {2115,2.46248,3.36709,3.57531,3.35077,2.50787,1.69558,1.01559,0.55019,0.32851,0.12928},
488 {2120,2.46378,3.36582,3.58467,3.3628,2.52126,1.70766,1.02394,0.55616,0.33056,0.12983},
489 {2125,2.4651,3.36413,3.59451,3.37482,2.53466,1.71973,1.03217,0.56211,0.33254,0.13031},
490 {2130,2.46643,3.36214,3.60448,3.38682,2.54806,1.73178,1.04027,0.56805,0.33445,0.1307},
491 {2135,2.46779,3.36001,3.61413,3.39879,2.56146,1.74382,1.04825,0.57395,0.33629,0.13101},
492 {2140,2.46917,3.35797,3.62309,3.41076,2.57486,1.75585,1.05612,0.57983,0.33807,0.13124},
493 {2145,2.47056,3.35605,3.63094,3.42271,2.58827,1.76786,1.06388,0.58568,0.33978,0.13138},
494 {2150,2.47199,3.35441,3.63757,3.43466,2.60169,1.77986,1.07154,0.59149,0.34143,0.13143},
495 {2155,2.47343,3.3531,3.64301,3.4466,2.61512,1.79184,1.0791,0.59726,0.34301,0.1314},
496 {2160,2.4749,3.35214,3.64737,3.45854,2.62857,1.8038,1.08657,0.60299,0.34454,0.13127},
497 {2165,2.47639,3.35154,3.65085,3.47048,2.64203,1.81575,1.09396,0.60868,0.34602,0.13106},
498 {2170,2.47791,3.3513,3.65368,3.48243,2.65551,1.82768,1.10126,0.61432,0.34743,0.13075},
499 {2175,2.47945,3.35147,3.65608,3.49439,2.66901,1.83959,1.10849,0.61991,0.3488,0.13035},
500 {2180,2.48102,3.35223,3.65849,3.50635,2.68254,1.85148,1.11565,0.62544,0.35011,0.12985},
501 {2185,2.48262,3.35353,3.66096,3.51833,2.69609,1.86335,1.12274,0.63092,0.35137,0.12925},
502 {2190,2.48425,3.35566,3.66378,3.53033,2.70967,1.8752,1.12977,0.63634,0.35259,0.12856},
503 {2195,2.4859,3.3589,3.66741,3.54235,2.72328,1.88704,1.13675,0.64169,0.35375,0.12777},
504 {2200,2.48758,3.36365,3.6723,3.55439,2.73693,1.89885,1.14368,0.64697,0.35488,0.12688},
505 {2205,2.4893,3.3704,3.67895,3.56646,2.7506,1.91064,1.15057,0.65219,0.35596,0.12589},
506 {2210,2.49104,3.37963,3.68794,3.57856,2.76432,1.9224,1.15742,0.65733,0.357,0.12479},
507 {2215,2.49282,3.39172,3.69969,3.59069,2.77807,1.93415,1.16424,0.6624,0.358,0.1236},
508 {2220,2.49463,3.40674,3.7144,3.60285,2.79187,1.94587,1.17103,0.66738,0.35896,0.12229},
509 {2225,2.49647,3.42421,3.73174,3.61506,2.80571,1.95756,1.17779,0.67228,0.35989,0.12088},
510 {2230,2.49835,3.44326,3.75104,3.62731,2.8196,1.96923,1.18454,0.6771,0.36078,0.11936},
511 {2235,2.50025,3.46231,3.77088,3.6396,2.83354,1.98088,1.19128,0.68183,0.36165,0.11773},
512 {2240,2.5022,3.48011,3.78998,3.65194,2.84753,1.9925,1.19802,0.68646,0.36248,0.11598},
513 {2245,2.50418,3.49581,3.80762,3.66433,2.86157,2.1941,1.20475,0.691,0.36328,0.11413},
514 {2250,2.5062,3.50913,3.82344,3.67678,2.87567,2.01566,1.21149,0.69544,0.36406,0.11216},
515 {2255,2.50825,3.52022,3.83754,3.68929,2.88983,2.0272,1.21823,0.69977,0.36481,0.11008},
516 {2260,2.51034,3.52949,3.85027,3.70185,2.90405,2.03872,1.225,0.704,0.36554,0.10788},
517 {2265,2.51247,3.53741,3.86203,3.71448,2.91833,2.0502,1.23178,0.70812,0.36624,0.10556},
518 {2270,2.51464,3.54443,3.87322,3.72718,2.93268,2.06165,1.23859,0.71213,0.36693,0.10313},
519 {2275,2.51685,3.5509,3.88415,3.73994,2.94709,2.07308,1.24543,0.71603,0.3676,0.10057},
520 {2280,2.5191,3.55707,3.89503,3.75278,2.96158,2.08447,1.25231,0.71981,0.36826,0.09789},
521 {2285,2.52139,3.56312,3.90596,3.7657,2.97614,2.09584,1.25923,0.72346,0.3689,0.09509},
522 {2290,2.52372,3.56913,3.91699,3.77869,2.99077,2.10717,1.26619,0.72699,0.36952,0.09217},
523 {2295,2.52609,3.57517,3.92809,3.79175,3.00546,2.11846,1.27319,0.73041,0.37014,0.08914},
524 {2300,2.5285,3.58122,3.93914,3.80486,3.0202,2.12972,1.28021,0.73371,0.37074,0.08599},
525 {2305,2.53093,3.58725,3.95002,3.81803,3.03497,2.14093,1.28726,0.73689,0.37132,0.08276},
526 {2310,2.5334,3.5932,3.96055,3.83123,3.04978,2.15209,1.29431,0.73998,0.37189,0.07943},
527 {2315,2.53589,3.599,3.97054,3.84446,3.06461,2.16319,1.30137,0.74296,0.37245,0.07603},
528 {2320,2.5384,3.60457,3.97979,3.85771,3.07944,2.17424,1.30842,0.74584,0.37299,0.07255},
529 {2325,2.54093,3.60985,3.98817,3.87097,3.09426,2.18523,1.31545,0.74863,0.37351,0.06901},
530 {2330,2.54348,3.61467,3.99541,3.88423,3.10907,2.19615,1.32246,0.75133,0.37402,0.06542},
531 {2335,2.54603,3.61904,4.00148,3.89749,3.12385,2.20701,1.32944,0.75395,0.3745,0.06178},
532 {2340,2.5486,3.6229,4.00632,3.91072,3.1386,2.21778,1.33638,0.75649,0.37498,0.0581},
533 {2345,2.55117,3.62622,4.00994,3.92392,3.15329,2.22848,1.34326,0.75895,0.37543,0.0544},
534 {2350,2.55375,3.62901,4.01239,3.93709,3.16793,2.2391,1.35009,0.76134,0.37586,0.05068},
535 {2355,2.55632,3.6313,4.01379,3.9502,3.1825,2.24963,1.35684,0.76366,0.37628,0.04694},
536 {2360,2.5589,3.6331,4.01428,3.96326,3.19698,2.26006,1.36353,0.76592,0.37668,0.0432},
537 {2365,2.56146,3.63449,4.01403,3.97626,3.21137,2.2704,1.37012,0.76813,0.37705,0.03947},
538 {2370,2.56401,3.63552,4.0132,3.98917,3.22566,2.28065,1.37663,0.77027,0.37741,0.03576},
539 {2375,2.56655,3.63624,4.01196,4.002,3.23983,2.29079,1.38303,0.77237,0.37774,0.03206}};
540
541 const G4int coef_ener = G4int((pLab-Legendre_coef[0][0])/5);
542 const G4double sup_ener = pLab/5. - coef_ener -Legendre_coef[0][0]/5;
543 //std::cout << "sup_ener\t" << sup_ener << std::endl;
544
545// assert(pLab >= Legendre_coef[coef_ener][0] && pLab < Legendre_coef[coef_ener+1][0]);
546
547 // Legendre coefficient normalized
548 const G4double A0 = 1.;
549 const G4double A1 = (1-sup_ener)*Legendre_coef[coef_ener][1] + sup_ener*Legendre_coef[coef_ener+1][1];
550 const G4double A2 = (1-sup_ener)*Legendre_coef[coef_ener][2] + sup_ener*Legendre_coef[coef_ener+1][2];
551 const G4double A3 = (1-sup_ener)*Legendre_coef[coef_ener][3] + sup_ener*Legendre_coef[coef_ener+1][3];
552 const G4double A4 = (1-sup_ener)*Legendre_coef[coef_ener][4] + sup_ener*Legendre_coef[coef_ener+1][4];
553 const G4double A5 = (1-sup_ener)*Legendre_coef[coef_ener][5] + sup_ener*Legendre_coef[coef_ener+1][5];
554 const G4double A6 = (1-sup_ener)*Legendre_coef[coef_ener][6] + sup_ener*Legendre_coef[coef_ener+1][6];
555 const G4double A7 = (1-sup_ener)*Legendre_coef[coef_ener][7] + sup_ener*Legendre_coef[coef_ener+1][7];
556 const G4double A8 = (1-sup_ener)*Legendre_coef[coef_ener][8] + sup_ener*Legendre_coef[coef_ener+1][8];
557 const G4double A9 = (1-sup_ener)*Legendre_coef[coef_ener][9] + sup_ener*Legendre_coef[coef_ener+1][9];
558 const G4double A10 = (1-sup_ener)*Legendre_coef[coef_ener][10] + sup_ener*Legendre_coef[coef_ener+1][10];
559
560 // Theoritical max if all Ai > 0 (often the case)
561 const G4double A = std::fabs(A0) + std::fabs(A1) + std::fabs(A2) + std::fabs(A3) + std::fabs(A4) + std::fabs(A5) + std::fabs(A6) + std::fabs(A7) + std::fabs(A8) + std::fabs(A9) + std::fabs(A10);
562
563 G4bool success = false;
564 G4int maxloop = 0;
565
566 while(!success && maxloop < 1000){
567
568 cos_theta = Random::shoot()*2-1.; // not optimized
569
570 // Legendre Polynomial
571 G4double P0 = A0;
572 G4double P1 = A1*cos_theta;
573 G4double P2 = A2/2.*(3*std::pow(cos_theta,2)-1);
574 G4double P3 = A3/2.*(5*std::pow(cos_theta,3)-3*cos_theta);
575 G4double P4 = A4/8.*(35*std::pow(cos_theta,4)-30*std::pow(cos_theta,2)+3);
576 G4double P5 = A5/8.*(63*std::pow(cos_theta,5)-70*std::pow(cos_theta,3)+15*cos_theta);
577 G4double P6 = A6/16.*(231*std::pow(cos_theta,6)-315*std::pow(cos_theta,4)+105*std::pow(cos_theta,2)-5);
578 G4double P7 = A7/16.*(429*std::pow(cos_theta,7)-693*std::pow(cos_theta,5)+315*std::pow(cos_theta,3)-35*cos_theta);
579 G4double P8 = A8/128.*(6435*std::pow(cos_theta,8)-12012*std::pow(cos_theta,6)+6930*std::pow(cos_theta,4)-1260*std::pow(cos_theta,2)+35);
580 G4double P9 = A9/128.*(12155*std::pow(cos_theta,9)-25740*std::pow(cos_theta,7)+18018*std::pow(cos_theta,5)-4620*std::pow(cos_theta,3)+315*cos_theta);
581 G4double P10 = A10/256.*(46189*std::pow(cos_theta,10)-109395*std::pow(cos_theta,8)+90090*std::pow(cos_theta,6)-30030*std::pow(cos_theta,4)+3465*std::pow(cos_theta,2)-63);
582
583 G4double P = (P0 + P1 + P2 + P3 + P4 + P5 + P6 + P7 + P8 + P9 + P10);
584
585 if(Random::shoot()*A < P) success = true;
586 maxloop +=1 ;
587 if(maxloop==1000) cos_theta = std::log(Random::shoot()*(std::exp(10.)-std::exp(-10.))+std::exp(-10.))/10.; // if no success in 1E4 shoot, probably angulard distribution piked very forward
588 }
589 sin_theta = std::sqrt(1-cos_theta*cos_theta);
590 }
591
592 if(rho == 0) return ThreeVector(sin_theta*cos_phi,sin_theta*sin_phi,cos_theta)*norm;
593 // Rotation in the direction of the incident kaon
594 const G4double px = x/r*cos_theta - y/rho*sin_theta*cos_phi + z/r*x/rho*sin_theta*sin_phi;
595 const G4double py = y/r*cos_theta + x/rho*sin_theta*cos_phi + z/r*y/rho*sin_theta*sin_phi;
596 const G4double pz = z/r*cos_theta - rho/r*sin_theta*sin_phi;
597
598
599 return ThreeVector(px,py,pz)*norm;
600 }
601}
P0
static const G4double * P0[nN]
Definition: G4ElectroNuclearCrossSection.cc:2175
P10
static const G4double P10[nE]
Definition: G4ElectroNuclearCrossSection.cc:166
P1
static const G4double * P1[nN]
Definition: G4ElectroNuclearCrossSection.cc:2176
P2
static const G4double * P2[nN]
Definition: G4ElectroNuclearCrossSection.cc:2177
A10
#define A10
Definition: G4ErrorMatrix.cc:874
G4double
double G4double
Definition: G4Types.hh:83
G4bool
bool G4bool
Definition: G4Types.hh:86
G4int
int G4int
Definition: G4Types.hh:85
A
const G4double A[17]
Definition: G4WaterStopping.cc:53
G4INCL::FinalState::addModifiedParticle
void addModifiedParticle(Particle *p)
Definition: G4INCLFinalState.cc:60
G4INCL::NKbElasticChannel::fillFinalState
void fillFinalState(FinalState *fs)
Definition: G4INCLNKbElasticChannel.cc:55
G4INCL::NKbElasticChannel::KaonMomentum
ThreeVector KaonMomentum(Particle const *const kaon, Particle const *const nucleon)
Definition: G4INCLNKbElasticChannel.cc:82
G4INCL::NKbElasticChannel::NKbElasticChannel
NKbElasticChannel(Particle *, Particle *)
Definition: G4INCLNKbElasticChannel.cc:49
G4INCL::Particle::adjustEnergyFromMomentum
G4double adjustEnergyFromMomentum()
Recompute the energy to match the momentum.
Definition: G4INCLParticle.cc:155
G4INCL::Particle::getMomentum
const G4INCL::ThreeVector & getMomentum() const
Definition: G4INCLParticle.hh:794
G4INCL::Particle::setMomentum
virtual void setMomentum(const G4INCL::ThreeVector &momentum)
Definition: G4INCLParticle.hh:808
G4INCL::Particle::isNucleon
G4bool isNucleon() const
Definition: G4INCLParticle.hh:303
G4INCL::ThreeVector::getY
G4double getY() const
Definition: G4INCLThreeVector.hh:65
G4INCL::ThreeVector::getZ
G4double getZ() const
Definition: G4INCLThreeVector.hh:66
G4INCL::ThreeVector::getX
G4double getX() const
Definition: G4INCLThreeVector.hh:64
G4INCL::KinematicsUtils::momentumInLab
G4double momentumInLab(Particle const *const p1, Particle const *const p2)
gives the momentum in the lab frame of two particles.
Definition: G4INCLKinematicsUtils.cc:135
G4INCL::KinematicsUtils::momentumInCM
G4double momentumInCM(Particle const *const p1, Particle const *const p2)
gives the momentum in the CM frame of two particles.
Definition: G4INCLKinematicsUtils.cc:107
G4INCL::Math::twoPi
const G4double twoPi
Definition: G4INCLGlobals.hh:69
G4INCL::Random::normVector
ThreeVector normVector(G4double norm=1.)
Definition: G4INCLRandom.cc:162
G4INCL::Random::shoot
G4double shoot()
Definition: G4INCLRandom.cc:93
G4InuclParticleNames::nucleon
G4bool nucleon(G4int ityp)
Definition: G4InuclParticleNames.hh:94
P
static double P[]
Definition: nf_gammaFunctions.cc:89
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