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0eea9d4d | 1 | |
2 | // Author: ruben.shahoyan@cern.ch 20/03/2007 | |
d28e407c | 3 | |
0eea9d4d | 4 | /////////////////////////////////////////////////////////////////////////////////// |
5 | // // | |
6 | // Wrapper for the set of mag.field parameterizations by Chebyshev polinomials // | |
7 | // To obtain the field in cartesian coordinates/components use // | |
8 | // Field(float* xyz, float* bxyz); // | |
9 | // For cylindrical coordinates/components: // | |
10 | // FieldCyl(float* rphiz, float* brphiz) // | |
11 | // // | |
d28e407c | 12 | // The solenoid part is parameterized in the volume R<500, -550<Z<550 cm // |
0eea9d4d | 13 | // // |
14 | // The region R<423 cm, -343.3<Z<481.3 for 30kA and -343.3<Z<481.3 for 12kA // | |
15 | // is parameterized using measured data while outside the Tosca calculation // | |
16 | // is used (matched to data on the boundary of the measurements) // | |
17 | // // | |
5406439e | 18 | // Two options are possible: // |
19 | // 1) _BRING_TO_BOUNDARY_ is defined in the AliCheb3D: // | |
20 | // If the querried point is outside of the validity region then the field // | |
21 | // at the closest point on the fitted surface is returned. // | |
22 | // 2) _BRING_TO_BOUNDARY_ is not defined in the AliCheb3D: // | |
23 | // If the querried point is outside of the validity region the return // | |
24 | // value for the field components are set to 0. // | |
0eea9d4d | 25 | // // |
d28e407c | 26 | // To obtain the field integral in the TPC region from given point to nearest // |
27 | // cathod plane (+- 250 cm) use: // | |
28 | // GetTPCInt(float* xyz, float* bxyz); for Cartesian frame // | |
29 | // or // | |
30 | // GetTPCIntCyl(Float_t *rphiz, Float_t *b); for Cylindrical frame // | |
31 | // // | |
32 | // // | |
33 | // The units are kiloGauss and cm. // | |
34 | // // | |
0eea9d4d | 35 | /////////////////////////////////////////////////////////////////////////////////// |
36 | ||
5406439e | 37 | #ifndef ALIMAGFCHEB_H |
38 | #define ALIMAGFCHEB_H | |
39 | ||
40 | #include <TMath.h> | |
0eea9d4d | 41 | #include <TNamed.h> |
42 | #include "AliCheb3D.h" | |
43 | ||
5406439e | 44 | class TSystem; |
45 | ||
0eea9d4d | 46 | class AliMagFCheb: public TNamed |
47 | { | |
48 | public: | |
d28e407c | 49 | AliMagFCheb(); |
50 | AliMagFCheb(const AliMagFCheb& src); | |
51 | ~AliMagFCheb() {Clear();} | |
0eea9d4d | 52 | // |
d28e407c | 53 | void CopyFrom(const AliMagFCheb& src); |
54 | AliMagFCheb& operator=(const AliMagFCheb& rhs); | |
5406439e | 55 | virtual void Clear(const Option_t * = ""); |
0eea9d4d | 56 | // |
57 | Int_t GetNParamsSol() const {return fNParamsSol;} | |
58 | Int_t GetNSegZSol() const {return fNSegZSol;} | |
5406439e | 59 | float* GetSegZSol() const {return fSegZSol;} |
d28e407c | 60 | // |
61 | Int_t GetNParamsTPCInt() const {return fNParamsTPCInt;} | |
62 | Int_t GetNSegZTPCInt() const {return fNSegZTPCInt;} | |
63 | // | |
64 | Int_t GetNParamsDip() const {return fNParamsDip;} | |
65 | Int_t GetNSegZDip() const {return fNZSegDip;} | |
66 | // | |
0eea9d4d | 67 | // |
68 | Float_t GetMinZSol() const {return fMinZSol;} | |
69 | Float_t GetMaxZSol() const {return fMaxZSol;} | |
70 | Float_t GetMaxRSol() const {return fMaxRSol;} | |
d28e407c | 71 | // |
72 | Float_t GetMinZDip() const {return fMinZDip;} | |
73 | Float_t GetMaxZDip() const {return fMaxZDip;} | |
74 | // | |
75 | Float_t GetMinZTPCInt() const {return fMinZTPCInt;} | |
76 | Float_t GetMaxZTPCInt() const {return fMaxZTPCInt;} | |
77 | Float_t GetMaxRTPCInt() const {return fMaxRTPCInt;} | |
78 | // | |
5406439e | 79 | Int_t FindDipSegment(const float *xyz) const; |
0eea9d4d | 80 | AliCheb3D* GetParamSol(Int_t ipar) const {return (AliCheb3D*)fParamsSol->UncheckedAt(ipar);} |
d28e407c | 81 | AliCheb3D* GetParamTPCInt(Int_t ipar) const {return (AliCheb3D*)fParamsTPCInt->UncheckedAt(ipar);} |
0eea9d4d | 82 | AliCheb3D* GetParamDip(Int_t ipar) const {return (AliCheb3D*)fParamsDip->UncheckedAt(ipar);} |
83 | // | |
0eea9d4d | 84 | virtual void Print(Option_t * = "") const; |
85 | // | |
86 | virtual void Field(Float_t *xyz, Float_t *b) const; | |
5406439e | 87 | virtual void FieldCyl(const Float_t *rphiz, Float_t *b) const; |
ae5ea910 | 88 | // |
d28e407c | 89 | virtual void GetTPCInt(Float_t *xyz, Float_t *b) const; |
90 | virtual void GetTPCIntCyl(Float_t *rphiz, Float_t *b) const; | |
0eea9d4d | 91 | // |
5406439e | 92 | static void CylToCartCylB(const float *rphiz, const float *brphiz,float *bxyz); |
93 | static void CylToCartCartB(const float *xyz, const float *brphiz,float *bxyz); | |
94 | static void CartToCylCartB(const float *xyz, const float *bxyz, float *brphiz); | |
95 | static void CartToCylCylB(const float *rphiz, const float *bxyz, float *brphiz); | |
96 | static void CartToCyl(const float *xyz, float *rphiz); | |
97 | static void CylToCart(const float *rphiz,float *xyz); | |
0eea9d4d | 98 | // |
99 | #ifdef _INC_CREATION_ALICHEB3D_ // see AliCheb3D.h for explanation | |
1cf34ee8 | 100 | void LoadData(const char* inpfile); |
101 | // | |
d28e407c | 102 | AliMagFCheb(const char* inputFile); |
103 | void SaveData(const char* outfile) const; | |
104 | Int_t SegmentDipDimension(float** seg,const TObjArray* par,int npar, int dim, | |
105 | float xmn,float xmx,float ymn,float ymx,float zmn,float zmx); | |
106 | // | |
5406439e | 107 | void AddParamSol(const AliCheb3D* param); |
108 | void AddParamTPCInt(const AliCheb3D* param); | |
109 | void AddParamDip(const AliCheb3D* param); | |
d28e407c | 110 | void BuildTableDip(); |
111 | void BuildTableSol(); | |
112 | void BuildTableTPCInt(); | |
113 | void ResetTPCInt(); | |
114 | ||
0eea9d4d | 115 | #endif |
116 | // | |
117 | protected: | |
5406439e | 118 | virtual void FieldCylSol(const Float_t *rphiz, Float_t *b) const; |
0eea9d4d | 119 | // |
120 | protected: | |
121 | // | |
122 | Int_t fNParamsSol; // Total number of parameterization pieces for Sol | |
d28e407c | 123 | Int_t fNSegZSol; // Number of segments in Z for Solenoid field |
124 | // | |
125 | Int_t fNParamsTPCInt; // Total number of parameterization pieces for TPC field integral | |
126 | Int_t fNSegZTPCInt; // Number of segments in Z for TPC field integral | |
0eea9d4d | 127 | // |
128 | Int_t fNParamsDip; // Total number of parameterization pieces for dipole | |
d28e407c | 129 | Int_t fNZSegDip; // number of distinct Z segments in Dipole |
130 | Int_t fNYSegDip; // number of distinct Y segments in Dipole | |
131 | Int_t fNXSegDip; // number of distinct X segments in Dipole | |
132 | // | |
133 | Float_t* fSegZSol; //[fNSegZSol] upper boundaries of Z segments | |
134 | Float_t* fSegRSol; //[fNParamsSol] upper boundaries of R segments | |
135 | // | |
136 | Float_t* fSegZTPCInt; //[fNSegZTPCInt] upper boundaries of Z segments | |
137 | Float_t* fSegRTPCInt; //[fNParamsTPCInt] upper boundaries of R segments | |
0eea9d4d | 138 | // |
d28e407c | 139 | Float_t* fSegZDip; //[fNZSegDip] coordinates of distinct Z segments in Dipole |
140 | Float_t* fSegYDip; //[fNYSegDip] coordinated of Y segments for each Zsegment in Dipole | |
141 | Float_t* fSegXDip; //[fNXSegDip] coordinated of X segments for each Ysegment in Dipole | |
0eea9d4d | 142 | // |
d28e407c | 143 | Int_t* fNSegRSol; //[fNSegZSol] number of R segments for each Z segment |
144 | Int_t* fSegZIdSol; //[fNSegZSol] Id of the first R segment of each Z segment in the fSegRSol... | |
145 | // | |
146 | Int_t* fNSegRTPCInt; //[fNSegZTPCInt] number of R segments for each Z segment | |
147 | Int_t* fSegZIdTPCInt; //[fNSegZTPCInt] Id of the first R segment of each Z segment in the fSegRTPCInt... | |
148 | // | |
149 | Int_t* fBegSegYDip; //[fNZSegDip] beginning of Y segments array for each Z segment | |
150 | Int_t* fNSegYDip; //[fNZSegDip] number of Y segments for each Z segment | |
151 | Int_t* fBegSegXDip; //[fNYSegDip] beginning of X segments array for each Y segment | |
152 | Int_t* fNSegXDip; //[fNYSegDip] number of X segments for each Y segment | |
153 | Int_t* fSegIDDip; //[fNXSegDip] ID of the dipole parameterization for given XYZ segment | |
0eea9d4d | 154 | // |
155 | Float_t fMinZSol; // Min Z of Sol parameterization (in CYL. coordinates) | |
156 | Float_t fMaxZSol; // Max Z of Sol parameterization (in CYL. coordinates) | |
157 | Float_t fMaxRSol; // Max R of Sol parameterization (in CYL. coordinates) | |
158 | // | |
d28e407c | 159 | Float_t fMinZDip; // Min Z of Dipole parameterization |
160 | Float_t fMaxZDip; // Max Z of Dipole parameterization | |
161 | // | |
162 | Float_t fMinZTPCInt; // Min Z of TPCInt parameterization (in CYL. coordinates) | |
163 | Float_t fMaxZTPCInt; // Max Z of TPCInt parameterization (in CYL. coordinates) | |
164 | Float_t fMaxRTPCInt; // Max R of TPCInt parameterization (in CYL. coordinates) | |
165 | // | |
0eea9d4d | 166 | TObjArray* fParamsSol; // Parameterization pieces for Solenoid field |
167 | TObjArray* fParamsDip; // Parameterization pieces for Dipole field | |
d28e407c | 168 | TObjArray* fParamsTPCInt; // Parameterization pieces for Solenoid field integrals in TPC region |
0eea9d4d | 169 | // |
d28e407c | 170 | ClassDef(AliMagFCheb,3) // Wrapper class for the set of Chebishev parameterizations of Alice mag.field |
0eea9d4d | 171 | // |
172 | }; | |
173 | ||
174 | ||
175 | //__________________________________________________________________________________________ | |
5406439e | 176 | inline void AliMagFCheb::FieldCyl(const Float_t *rphiz, Float_t *b) const |
0eea9d4d | 177 | { |
178 | // compute field in Cylindircal coordinates | |
d28e407c | 179 | // if (rphiz[2]<GetMinZSol() || rphiz[2]>GetMaxZSol() || rphiz[0]>GetMaxRSol()) {for (int i=3;i--;) b[i]=0; return;} |
0eea9d4d | 180 | FieldCylSol(rphiz,b); |
181 | } | |
182 | ||
d28e407c | 183 | //__________________________________________________________________________________________________ |
5406439e | 184 | inline void AliMagFCheb::CylToCartCylB(const float *rphiz, const float *brphiz,float *bxyz) |
d28e407c | 185 | { |
186 | // convert field in cylindrical coordinates to cartesian system, point is in cyl.system | |
187 | float btr = TMath::Sqrt(brphiz[0]*brphiz[0]+brphiz[1]*brphiz[1]); | |
188 | float psiPLUSphi = TMath::ATan2(brphiz[1],brphiz[0]) + rphiz[1]; | |
189 | bxyz[0] = btr*TMath::Cos(psiPLUSphi); | |
190 | bxyz[1] = btr*TMath::Sin(psiPLUSphi); | |
191 | bxyz[2] = brphiz[2]; | |
192 | // | |
193 | } | |
194 | ||
195 | //__________________________________________________________________________________________________ | |
5406439e | 196 | inline void AliMagFCheb::CylToCartCartB(const float *xyz, const float *brphiz,float *bxyz) |
d28e407c | 197 | { |
198 | // convert field in cylindrical coordinates to cartesian system, point is in cart.system | |
199 | float btr = TMath::Sqrt(brphiz[0]*brphiz[0]+brphiz[1]*brphiz[1]); | |
200 | float phiPLUSpsi = TMath::ATan2(xyz[1],xyz[0]) + TMath::ATan2(brphiz[1],brphiz[0]); | |
201 | bxyz[0] = btr*TMath::Cos(phiPLUSpsi); | |
202 | bxyz[1] = btr*TMath::Sin(phiPLUSpsi); | |
203 | bxyz[2] = brphiz[2]; | |
204 | // | |
205 | } | |
206 | ||
207 | //__________________________________________________________________________________________________ | |
5406439e | 208 | inline void AliMagFCheb::CartToCylCartB(const float *xyz, const float *bxyz, float *brphiz) |
d28e407c | 209 | { |
210 | // convert field in cylindrical coordinates to cartesian system, poin is in cart.system | |
211 | float btr = TMath::Sqrt(bxyz[0]*bxyz[0]+bxyz[1]*bxyz[1]); | |
212 | float psiMINphi = TMath::ATan2(bxyz[1],bxyz[0]) - TMath::ATan2(xyz[1],xyz[0]); | |
213 | // | |
214 | brphiz[0] = btr*TMath::Cos(psiMINphi); | |
215 | brphiz[1] = btr*TMath::Sin(psiMINphi); | |
216 | brphiz[2] = bxyz[2]; | |
217 | // | |
218 | } | |
219 | ||
220 | //__________________________________________________________________________________________________ | |
5406439e | 221 | inline void AliMagFCheb::CartToCylCylB(const float *rphiz, const float *bxyz, float *brphiz) |
d28e407c | 222 | { |
223 | // convert field in cylindrical coordinates to cartesian system, point is in cyl.system | |
224 | float btr = TMath::Sqrt(bxyz[0]*bxyz[0]+bxyz[1]*bxyz[1]); | |
225 | float psiMINphi = TMath::ATan2(bxyz[1],bxyz[0]) - rphiz[1]; | |
226 | brphiz[0] = btr*TMath::Cos(psiMINphi); | |
227 | brphiz[1] = btr*TMath::Sin(psiMINphi); | |
228 | brphiz[2] = bxyz[2]; | |
229 | // | |
230 | } | |
231 | ||
232 | //__________________________________________________________________________________________________ | |
5406439e | 233 | inline void AliMagFCheb::CartToCyl(const float *xyz,float *rphiz) |
d28e407c | 234 | { |
235 | rphiz[0] = TMath::Sqrt(xyz[0]*xyz[0]+xyz[1]*xyz[1]); | |
236 | rphiz[1] = TMath::ATan2(xyz[1],xyz[0]); | |
237 | rphiz[2] = xyz[2]; | |
238 | } | |
239 | ||
240 | //__________________________________________________________________________________________________ | |
5406439e | 241 | inline void AliMagFCheb::CylToCart(const float *rphiz, float *xyz) |
d28e407c | 242 | { |
243 | xyz[0] = rphiz[0]*TMath::Cos(rphiz[1]); | |
244 | xyz[1] = rphiz[0]*TMath::Sin(rphiz[1]); | |
245 | xyz[2] = rphiz[2]; | |
246 | } | |
247 | ||
0eea9d4d | 248 | #endif |