laura is hosted by Hepforge, IPPP Durham
Laura++  v1r1p1
A maximum likelihood fitting package for performing Dalitz-plot analysis.
LauResonanceMaker.cc
Go to the documentation of this file.
1 
2 // Copyright University of Warwick 2004 - 2013.
3 // Distributed under the Boost Software License, Version 1.0.
4 // (See accompanying file LICENSE_1_0.txt or copy at http://www.boost.org/LICENSE_1_0.txt)
5 
6 // Authors:
7 // Thomas Latham
8 // John Back
9 // Paul Harrison
10 
15 #include <iostream>
16 using std::cout;
17 using std::endl;
18 
19 #include "LauAbsResonance.hh"
20 #include "LauBelleNR.hh"
21 #include "LauBelleSymNR.hh"
22 #include "LauBreitWignerRes.hh"
23 #include "LauDabbaRes.hh"
24 #include "LauDaughters.hh"
25 #include "LauFlatteRes.hh"
26 #include "LauGounarisSakuraiRes.hh"
27 #include "LauKappaRes.hh"
28 #include "LauLASSRes.hh"
29 #include "LauLASSBWRes.hh"
30 #include "LauLASSNRRes.hh"
31 #include "LauNRAmplitude.hh"
32 #include "LauRelBreitWignerRes.hh"
33 #include "LauResonanceInfo.hh"
34 #include "LauResonanceMaker.hh"
35 #include "LauSigmaRes.hh"
36 
37 ClassImp(LauResonanceMaker)
38 
39 
40 LauResonanceMaker::LauResonanceMaker(const LauDaughters* daughters) :
41  nResDefMax_(0),
42  daughters_(daughters)
43 {
44  this->createResonanceVector();
45 }
46 
47 LauResonanceMaker::~LauResonanceMaker()
48 {
49 }
50 
51 void LauResonanceMaker::createResonanceVector()
52 {
53  // Function to create all possible resonances that this class supports.
54  // Also add in the sigma and kappa - but a special paramterisation is used
55  // instead of the PDG "pole mass and width" values.
56 
57  cout<<"In createResonanceVector: setting up possible resonance states..."<<endl;
58 
59  // Define the resonance names and store them in the array
60  resInfo_.clear();
61  resInfo_.reserve(100);
62  // rho resonances name, mass, width, spin, charge, range parameter (defaults to 4.0)
63  // rho(770)
64  resInfo_.push_back(LauResonanceInfo("rho0(770)", 0.77549, 0.1491, 1, 0, 5.3));
65  resInfo_.push_back(LauResonanceInfo("rho+(770)", 0.77549, 0.1491, 1, +1, 5.3));
66  resInfo_.push_back(LauResonanceInfo("rho-(770)", 0.77549, 0.1491, 1, -1, 5.3));
67  // rho(1450)
68  resInfo_.push_back(LauResonanceInfo("rho0(1450)", 1.465, 0.400, 1, 0 ));
69  resInfo_.push_back(LauResonanceInfo("rho+(1450)", 1.465, 0.400, 1, +1 ));
70  resInfo_.push_back(LauResonanceInfo("rho-(1450)", 1.465, 0.400, 1, -1 ));
71  // rho(1700)
72  resInfo_.push_back(LauResonanceInfo("rho0(1700)", 1.720, 0.250, 1, 0 ));
73  resInfo_.push_back(LauResonanceInfo("rho+(1700)", 1.720, 0.250, 1, +1 ));
74  resInfo_.push_back(LauResonanceInfo("rho-(1700)", 1.720, 0.250, 1, -1 ));
75 
76  // K* resonances name, mass, width, spin, charge, range parameter (defaults to 4.0)
77  // K*(892)
78  resInfo_.push_back(LauResonanceInfo("K*0(892)", 0.89594, 0.0487, 1, 0, 3.4));
79  resInfo_.push_back(LauResonanceInfo("K*+(892)", 0.89166, 0.0508, 1, +1, 3.4));
80  resInfo_.push_back(LauResonanceInfo("K*-(892)", 0.89166, 0.0508, 1, -1, 3.4));
81  // K*(1410)
82  resInfo_.push_back(LauResonanceInfo("K*0(1410)", 1.414, 0.232, 1, 0 ));
83  resInfo_.push_back(LauResonanceInfo("K*+(1410)", 1.414, 0.232, 1, +1 ));
84  resInfo_.push_back(LauResonanceInfo("K*-(1410)", 1.414, 0.232, 1, -1 ));
85  // K*_0(1430)
86  resInfo_.push_back(LauResonanceInfo("K*0_0(1430)", 1.425, 0.270, 0, 0 ));
87  resInfo_.push_back(LauResonanceInfo("K*+_0(1430)", 1.425, 0.270, 0, +1 ));
88  resInfo_.push_back(LauResonanceInfo("K*-_0(1430)", 1.425, 0.270, 0, -1 ));
89  // K*_2(1430)
90  resInfo_.push_back(LauResonanceInfo("K*0_2(1430)", 1.4324, 0.109, 2, 0 ));
91  resInfo_.push_back(LauResonanceInfo("K*+_2(1430)", 1.4256, 0.0985, 2, +1 ));
92  resInfo_.push_back(LauResonanceInfo("K*-_2(1430)", 1.4256, 0.0985, 2, -1 ));
93  // K*(1680)
94  resInfo_.push_back(LauResonanceInfo("K*0(1680)", 1.717, 0.322, 1, 0 ));
95  resInfo_.push_back(LauResonanceInfo("K*+(1680)", 1.717, 0.322, 1, +1 ));
96  resInfo_.push_back(LauResonanceInfo("K*-(1680)", 1.717, 0.322, 1, -1 ));
97 
98  // phi resonances name, mass, width, spin, charge, range parameter (defaults to 4.0)
99  // phi(1020)
100  resInfo_.push_back(LauResonanceInfo("phi(1020)", 1.019455, 0.00426, 1, 0 ));
101  // phi(1680)
102  resInfo_.push_back(LauResonanceInfo("phi(1680)", 1.680, 0.150, 1, 0 ));
103 
104  // f resonances name, mass, width, spin, charge, range parameter (defaults to 4.0)
105  // f_0(980)
106  resInfo_.push_back(LauResonanceInfo("f_0(980)", 0.990, 0.070, 0, 0 ));
107  // f_2(1270)
108  resInfo_.push_back(LauResonanceInfo("f_2(1270)", 1.2751, 0.1851, 2, 0 ));
109  // f_0(1370)
110  resInfo_.push_back(LauResonanceInfo("f_0(1370)", 1.370, 0.350, 0, 0 ));
111  // f'_0(1300), from Belle's Kspipi paper
112  resInfo_.push_back(LauResonanceInfo("f'_0(1300)", 1.449, 0.126, 0, 0 ));
113  // f_0(1500)
114  resInfo_.push_back(LauResonanceInfo("f_0(1500)", 1.505, 0.109, 0, 0 ));
115  // f'_2(1525)
116  resInfo_.push_back(LauResonanceInfo("f'_2(1525)", 1.525, 0.073, 2, 0 ));
117 
118  // omega resonances name, mass, width, spin, charge, range parameter (defaults to 4.0)
119  // omega(782)
120  resInfo_.push_back(LauResonanceInfo("omega(782)", 0.78265, 0.00849, 1, 0 ));
121 
122  // a resonances name, mass, width, spin, charge, range parameter (defaults to 4.0)
123  // a_0(980)
124  resInfo_.push_back(LauResonanceInfo("a0_0(980)", 0.9847, 0.092, 0, 0 ));
125  resInfo_.push_back(LauResonanceInfo("a+_0(980)", 0.9847, 0.092, 0, +1 ));
126  resInfo_.push_back(LauResonanceInfo("a-_0(980)", 0.9847, 0.092, 0, -1 ));
127  // a_0(1450)
128  resInfo_.push_back(LauResonanceInfo("a0_0(1450)", 1.474, 0.265, 0, 0 ));
129  resInfo_.push_back(LauResonanceInfo("a+_0(1450)", 1.474, 0.265, 0, +1 ));
130  resInfo_.push_back(LauResonanceInfo("a-_0(1450)", 1.474, 0.265, 0, -1 ));
131  // a_2(1320)
132  resInfo_.push_back(LauResonanceInfo("a0_2(1320)", 1.3183, 0.107, 2, 0 ));
133  resInfo_.push_back(LauResonanceInfo("a+_2(1320)", 1.3183, 0.107, 2, +1 ));
134  resInfo_.push_back(LauResonanceInfo("a-_2(1320)", 1.3183, 0.107, 2, -1 ));
135 
136  // charmonium resonances name, mass, width, spin, charge, range parameter (defaults to 4.0)
137  // chi_c0
138  resInfo_.push_back(LauResonanceInfo("chi_c0", 3.41475, 0.0104, 0, 0 ));
139  // chi_c2
140  resInfo_.push_back(LauResonanceInfo("chi_c2", 3.55620, 0.00198, 2, 0 ));
141  // X(3872)
142  resInfo_.push_back(LauResonanceInfo("X(3872)", 3.87168, 0.0012, 1, 0 ));
143 
144  // unknown scalars name, mass, width, spin, charge, range parameter (defaults to 4.0)
145  // sigma
146  resInfo_.push_back(LauResonanceInfo("sigma0", 0.560, 0.500, 0, 0 ));
147  resInfo_.push_back(LauResonanceInfo("sigma+", 0.560, 0.500, 0, +1 ));
148  resInfo_.push_back(LauResonanceInfo("sigma-", 0.560, 0.500, 0, -1 ));
149  // kappa
150  resInfo_.push_back(LauResonanceInfo("kappa0", 0.720, 0.700, 0, 0 ));
151  resInfo_.push_back(LauResonanceInfo("kappa+", 0.720, 0.700, 0, +1 ));
152  resInfo_.push_back(LauResonanceInfo("kappa-", 0.720, 0.700, 0, -1 ));
153  // dabba
154  resInfo_.push_back(LauResonanceInfo("dabba0", 2.098, 0.520, 0, 0 ));
155  resInfo_.push_back(LauResonanceInfo("dabba+", 2.098, 0.520, 0, +1 ));
156  resInfo_.push_back(LauResonanceInfo("dabba-", 2.098, 0.520, 0, -1 ));
157 
158  // excited charm states name, mass, width, spin, charge, range parameter (defaults to 4.0)
159  // D*
160  resInfo_.push_back(LauResonanceInfo("D*0", 2.00698, 0.0021, 1, 0 ));
161  resInfo_.push_back(LauResonanceInfo("D*+", 2.01028, 0.000096, 1, +1 ));
162  resInfo_.push_back(LauResonanceInfo("D*-", 2.01028, 0.000096, 1, -1 ));
163  // D*_0
164  resInfo_.push_back(LauResonanceInfo("D*0_0", 2.318, 0.267, 0, 0 ));
165  resInfo_.push_back(LauResonanceInfo("D*+_0", 2.403, 0.283, 0, +1 ));
166  resInfo_.push_back(LauResonanceInfo("D*-_0", 2.403, 0.283, 0, -1 ));
167  // D*_2
168  resInfo_.push_back(LauResonanceInfo("D*0_2", 2.4626, 0.049, 2, 0 ));
169  //AVERAGE--resInfo_.push_back(LauResonanceInfo("D*0_2", 2.4618, 0.049, 2, 0 ));
170  resInfo_.push_back(LauResonanceInfo("D*+_2", 2.4644, 0.037, 2, +1 ));
171  resInfo_.push_back(LauResonanceInfo("D*-_2", 2.4644, 0.037, 2, -1 ));
172  // D1(2420)
173  resInfo_.push_back(LauResonanceInfo("D1(2420)", 2.4213, 0.0271, 1, 0 ));
174  // D(2600)
175  //OLD--resInfo_.push_back(LauResonanceInfo("D0(2600)", 2.6087, 0.093, 0, 0 ));
176  resInfo_.push_back(LauResonanceInfo("D0(2600)", 2.612, 0.093, 0, 0 ));
177  resInfo_.push_back(LauResonanceInfo("D+(2600)", 2.6213, 0.093, 0, +1 ));
178  resInfo_.push_back(LauResonanceInfo("D-(2600)", 2.6213, 0.093, 0, -1 ));
179  // D(2760)
180  //OLD--resInfo_.push_back(LauResonanceInfo("D0(2760)", 2.7633, 0.061, 1, 0 ));
181  resInfo_.push_back(LauResonanceInfo("D0(2760)", 2.761, 0.063, 1, 0 ));
182  resInfo_.push_back(LauResonanceInfo("D+(2760)", 2.7697, 0.061, 1, +1 ));
183  resInfo_.push_back(LauResonanceInfo("D-(2760)", 2.7697, 0.061, 1, -1 ));
184  // D(2900)
185  resInfo_.push_back(LauResonanceInfo("D0(3000)", 3.0, 0.15, 0, 0 ));
186  // D(3400)
187  resInfo_.push_back(LauResonanceInfo("D0(3400)", 3.4, 0.15, 0, 0 ));
188 
189  // excited strange charm states name, mass, width, spin, charge, range parameter (defaults to 4.0)
190  // Ds*
191  resInfo_.push_back(LauResonanceInfo("Ds*+", 2.1123, 0.002, 1, +1 ));
192  resInfo_.push_back(LauResonanceInfo("Ds*-", 2.1123, 0.002, 1, -1 ));
193  // Ds0*(2317)
194  resInfo_.push_back(LauResonanceInfo("Ds0*+(2317)", 2.3178, 0.004, 0, +1 ));
195  resInfo_.push_back(LauResonanceInfo("Ds0*-(2317)", 2.3178, 0.004, 0, -1 ));
196  // Ds2*(2573)
197  resInfo_.push_back(LauResonanceInfo("Ds2*+(2573)", 2.5719, 0.017, 2, +1 ));
198  resInfo_.push_back(LauResonanceInfo("Ds2*-(2573)", 2.5719, 0.017, 2, -1 ));
199  // Ds1*(2700)
200  resInfo_.push_back(LauResonanceInfo("Ds1*+(2700)", 2.709, 0.125, 1, +1 ));
201  resInfo_.push_back(LauResonanceInfo("Ds1*-(2700)", 2.709, 0.125, 1, -1 ));
202 
203  // excited bottom states
204  // B*
205  resInfo_.push_back(LauResonanceInfo("B*0", 5.3252, 0.00, 1, 0 ));
206  resInfo_.push_back(LauResonanceInfo("B*+", 5.3250, 0.00, 1, +1 ));
207  resInfo_.push_back(LauResonanceInfo("B*-", 5.3250, 0.00, 1, -1 ));
208 
209  // excited strange bottom states
210  // Bs*
211  resInfo_.push_back(LauResonanceInfo("Bs*0", 5.4154, 0.00, 1, 0 ));
212 
213  // nonresonant models name, mass, width, spin, charge, range parameter (defaults to 4.0)
214  // Phase-space nonresonant model
215  resInfo_.push_back(LauResonanceInfo("NonReson", 0.0, 0.0, 0, 0 ));
216  // Theory-based nonresonant model
217  resInfo_.push_back(LauResonanceInfo("NRModel", 0.0, 0.0, 0, 0 ));
218  // Belle nonresonant models
219  resInfo_.push_back(LauResonanceInfo("BelleSymNR", 0.0, 0.0, 0, 0 ));
220  resInfo_.push_back(LauResonanceInfo("BelleNR", 0.0, 0.0, 0, 0 ));
221  resInfo_.push_back(LauResonanceInfo("BelleNR_Swave", 0.0, 0.0, 0, 0 ));
222  resInfo_.push_back(LauResonanceInfo("BelleNR_Pwave", 0.0, 0.0, 1, 0 ));
223  resInfo_.push_back(LauResonanceInfo("BelleNR_Dwave", 0.0, 0.0, 2, 0 ));
224  // Taylor expansion nonresonant model
225  resInfo_.push_back(LauResonanceInfo("NRTaylor", 0.0, 0.0, 0, 0 ));
226  // LASS nonresonant model
227  resInfo_.push_back(LauResonanceInfo("LASSNR", 1.412, 0.294, 0, 0 ));
228 
229  nResDefMax_ = resInfo_.size();
230 }
231 
232 LauAbsResonance* LauResonanceMaker::getResonance(const TString& resName, Int_t resPairAmpInt, const TString& resType)
233 {
234  // Routine to return the appropriate LauAbsResonance object given the resonance
235  // name (resName), which daughter is the bachelor track (resPairAmpInt = 1,2 or 3),
236  // and the resonance type ("BW" = Breit-Wigner, "Flatte" = Flatte distribution).
237 
238  Double_t resMass(0.0);
239  Double_t resWidth(0.0);
240  Int_t resSpin(0);
241  Int_t resCharge(0);
242  //Double_t resRange(0.0);
243 
244  Bool_t gotResonance(kFALSE);
245 
246  // Loop over all possible resonance states we have defined in
247  // createResonanceVector() until we get a match with the name of the resonance
248 
249  for (std::vector<LauResonanceInfo>::const_iterator iter=resInfo_.begin(); iter!=resInfo_.end(); ++iter) {
250 
251  if (resName == (*iter).getName()) {
252  // We have recognised the resonance name.
253  cout<<"Creating resonance: "<<resName<<endl;
254 
255  resMass = (*iter).getMass();
256  resWidth = (*iter).getWidth();
257  resSpin = (*iter).getSpin();
258  resCharge = (*iter).getCharge();
259  //resRange = (*iter).getRange();
260 
261  // stop looping
262  gotResonance = kTRUE;
263  break;
264  }
265  }
266 
267  // if we couldn't find the right resonance then we should return a null pointer
268  if (!gotResonance) {
269  return 0;
270  }
271 
272  LauAbsResonance* theResonance(0);
273 
274  // Now construct the resonnace using the right type.
275  // If we don't recognise the resonance model name, just use a simple Breit-Wigner.
276 
277  TString resTypeName(resType); resTypeName.ToLower();
278 
279  if (!resTypeName.CompareTo("flatte")) {
280 
281  // Flatte distribution - coupled channel Breit-Wigner
282  theResonance =
283  new LauFlatteRes(resName, resMass, resWidth, resSpin, resCharge,
284  resPairAmpInt, daughters_);
285 
286  } else if (!resTypeName.CompareTo("relbw")) {
287 
288  // Relativistic Breit-Wigner with Blatt-Weisskopf factors.
289  theResonance =
290  new LauRelBreitWignerRes(resName, resMass, resWidth, resSpin, resCharge,
291  resPairAmpInt, daughters_);
292  // Set the Blatt-Weisskopf barrier radius for the resonance and its parent
293  //LauRelBreitWignerRes * theRBW = dynamic_cast<LauRelBreitWignerRes*>(theResonance);
294  //Double_t parentRange = 4.0;
295  //theRBW->setBarrierRadii(resRange, parentRange);
296 
297  } else if (!resTypeName.CompareTo("dabba")) {
298 
299  // Dabba model - should only be used for the D-pi system
300  theResonance =
301  new LauDabbaRes(resName, resMass, resWidth, resSpin, resCharge,
302  resPairAmpInt, daughters_);
303 
304  } else if (!resTypeName.CompareTo("kappa")) {
305 
306  // Kappa model - should only be used for the K-pi system
307  theResonance =
308  new LauKappaRes(resName, resMass, resWidth, resSpin, resCharge,
309  resPairAmpInt, daughters_);
310 
311  } else if (!resTypeName.CompareTo("sigma")) {
312 
313  // Sigma model - should only be used for the pi-pi system
314  theResonance =
315  new LauSigmaRes(resName, resMass, resWidth, resSpin, resCharge,
316  resPairAmpInt, daughters_);
317 
318  } else if (!resTypeName.CompareTo("lass-bw")) {
319 
320  // LASS function to try and model the K-pi S-wave better
321  theResonance =
322  new LauLASSBWRes(resName, resMass, resWidth, resSpin, resCharge,
323  resPairAmpInt, daughters_);
324 
325  } else if (!resTypeName.CompareTo("lass-nr")) {
326 
327  // LASS function to try and model the K-pi S-wave better
328  theResonance =
329  new LauLASSNRRes(resName, resMass, resWidth, resSpin, resCharge,
330  resPairAmpInt, daughters_);
331 
332  } else if (!resTypeName.CompareTo("lass")) {
333 
334  // LASS function to try and model the K-pi S-wave better
335  theResonance =
336  new LauLASSRes(resName, resMass, resWidth, resSpin, resCharge,
337  resPairAmpInt, daughters_);
338 
339  } else if (!resTypeName.CompareTo("gs")) {
340 
341  // Gounaris-Sakurai function to try and model the rho(770) better
342  theResonance =
343  new LauGounarisSakuraiRes(resName, resMass, resWidth, resSpin, resCharge,
344  resPairAmpInt, daughters_);
345 
346  } else if (!resTypeName.CompareTo("nrmodel")) {
347 
348  // NR amplitude model - arguments are there to preserve the interface
349  theResonance =
350  new LauNRAmplitude(resName, resMass, resWidth, resSpin, resCharge,
351  resPairAmpInt, daughters_);
352 
353  } else if ( !resTypeName.CompareTo("bellesymnr") || !resTypeName.CompareTo("nrtaylor") ) {
354 
355  // Belle NR amplitude model - arguments are there to preserve the interface
356  theResonance =
357  new LauBelleSymNR(resName, resMass, resWidth, resSpin, resCharge,
358  resPairAmpInt, daughters_);
359 
360  } else if ( !resTypeName.CompareTo("bellenr") ) {
361 
362  // Belle NR amplitude model - arguments are there to preserve the interface
363  theResonance =
364  new LauBelleNR(resName, resMass, resWidth, resSpin, resCharge,
365  resPairAmpInt, daughters_);
366 
367  } else {
368 
369  // Simple non-relativistic Breit-Wigner
370  theResonance =
371  new LauBreitWignerRes(resName, resMass, resWidth, resSpin, resCharge,
372  resPairAmpInt, daughters_);
373 
374  }
375 
376  return theResonance;
377 
378 }
379 
380 Int_t LauResonanceMaker::resTypeInt(const TString& name) const
381 {
382  // Internal function that returns the resonance integer, specified by the
383  // order of the resonance vector defined in createResonanceVector(),
384  // for a given resonance name.
385  Int_t resTypInt(-99);
386  Int_t i(0);
387 
388  if (name.Contains("NonReson")) {
389 
390  resTypInt = -1;
391 
392  } else {
393 
394  for (std::vector<LauResonanceInfo>::const_iterator iter=resInfo_.begin(); iter!=resInfo_.end(); ++iter) {
395 
396  if (name.BeginsWith((*iter).getName(), TString::kExact) == kTRUE) {
397  // We have recognised the resonance from those that are available
398  resTypInt = i;
399  return resTypInt;
400  }
401  ++i;
402  }
403  }
404 
405  return resTypInt;
406 }
407 
LauNRAmplitude.hh
File containing declaration of LauNRAmplitude class.
LauLASSRes
Class for defining the LASS resonance model.
Definition: LauLASSRes.hh:31
LauResonanceMaker::daughters_
const LauDaughters * daughters_
The daughters.
Definition: LauResonanceMaker.hh:77
LauResonanceInfo.hh
File containing declaration of LauResonanceInfo class.
LauResonanceInfo
Class for defining the properties of a resonant particle.
Definition: LauResonanceInfo.hh:25
LauParameter::name
const TString & name() const
The parameter name.
Definition: LauParameter.hh:132
LauDaughters
Class that defines the particular 3-body decay under study.
Definition: LauDaughters.hh:33
LauBelleNR.hh
File containing declaration of LauBelleNR class.
LauGounarisSakuraiRes
Class for defininf the Gounaris-Sakurai resonance model.
Definition: LauGounarisSakuraiRes.hh:31
LauDaughters.hh
File containing declaration of LauDaughters class.
LauResonanceMaker::getResonance
LauAbsResonance * getResonance(const TString &resName, Int_t resPairAmpInt, const TString &resType)
Create a resonance.
Definition: LauResonanceMaker.cc:232
LauGounarisSakuraiRes.hh
File containing declaration of LauGounarisSakuraiRes class.
LauBelleSymNR.hh
File containing declaration of LauBelleSymNR class.
LauBreitWignerRes.hh
File containing declaration of LauBreitWignerRes class.
LauResonanceMaker::resTypeInt
Int_t resTypeInt(const TString &name) const
Retrieve the integer index for the specified resonance.
Definition: LauResonanceMaker.cc:380
LauRelBreitWignerRes.hh
File containing declaration of LauRelBreitWignerRes class.
LauLASSBWRes.hh
File containing declaration of LauLASSBWRes class.
LauLASSNRRes
Class for defining the non resonant part of the LASS model.
Definition: LauLASSNRRes.hh:31
LauSigmaRes
Class for defining the Sigma resonance model.
Definition: LauSigmaRes.hh:31
LauResonanceMaker
Class for creating resonances.
Definition: LauResonanceMaker.hh:33
LauResonanceMaker::createResonanceVector
void createResonanceVector()
Create the list of known resonances.
Definition: LauResonanceMaker.cc:51
LauResonanceMaker.hh
File containing declaration of LauResonanceMaker class.
LauSigmaRes.hh
File containing declaration of LauSigmaRes class.
LauBelleNR
Class for defining the Belle nonresonant model.
Definition: LauBelleNR.hh:33
LauNRAmplitude
Class for defining the NR amplitude model.
Definition: LauNRAmplitude.hh:33
LauBreitWignerRes
Class for defining the simple Breit-Wigner resonance model.
Definition: LauBreitWignerRes.hh:31
LauKappaRes
Class for defining the Kappa resonance model.
Definition: LauKappaRes.hh:32
LauDabbaRes.hh
File containing declaration of LauDabbaRes class.
LauRelBreitWignerRes
Class for defining the relativistic Breit-Wigner resonance model.
Definition: LauRelBreitWignerRes.hh:31
LauLASSRes.hh
File containing declaration of LauLASSRes class.
LauLASSNRRes.hh
File containing declaration of LauLASSNRRes class.
LauResonanceMaker::~LauResonanceMaker
virtual ~LauResonanceMaker()
Destructor.
Definition: LauResonanceMaker.cc:47
LauBelleSymNR
Class for defining the symmetric Belle Non Resonant model.
Definition: LauBelleSymNR.hh:33
LauLASSBWRes
Class for defining the resonant part of the LASS model.
Definition: LauLASSBWRes.hh:31
LauAbsResonance
Abstract class for defining type for resonance amplitude models (Breit-Wigner, Flatte etc...
Definition: LauAbsResonance.hh:34
LauDabbaRes
Class for defining the Dabba resonance model.
Definition: LauDabbaRes.hh:31
LauResonanceMaker::resInfo_
std::vector< LauResonanceInfo > resInfo_
The known resonances.
Definition: LauResonanceMaker.hh:80
LauAbsResonance.hh
File containing declaration of LauAbsResonance class.
LauResonanceMaker::nResDefMax_
UInt_t nResDefMax_
The number of known resonances.
Definition: LauResonanceMaker.hh:74
LauFlatteRes
Class for defining the Flatte resonance model.
Definition: LauFlatteRes.hh:31
LauKappaRes.hh
File containing declaration of LauKappaRes class.
LauFlatteRes.hh
File containing declaration of LauFlatteRes class.
Generated by   doxygen 1.8.5