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d810d0de | 1 | // $Id$ |
2 | // Main authors: Matevz Tadel & Alja Mrak-Tadel: 2006, 2007 | |
3 | ||
4 | /************************************************************************** | |
5 | * Copyright(c) 1998-2008, ALICE Experiment at CERN, all rights reserved. * | |
6 | * See http://aliceinfo.cern.ch/Offline/AliRoot/License.html for * | |
51346b82 | 7 | * full copyright notice. * |
d810d0de | 8 | **************************************************************************/ |
63192539 | 9 | |
16718cdc | 10 | // fV0CHeight1 = 2.5; // height of cell 1 |
11 | // fV0CHeight2 = 4.4; // height of cell 2 | |
12 | // fV0CHeight3 = 7.4; // height of cell 3 | |
13 | // fV0CHeight4 = 12.5; // height of cell 4 | |
14 | // fV0CRMin = 4.6; // inner radius of box | |
15 | // | |
16 | // fV0AR0 = 4.2; // Radius of hole | |
17 | // fV0AR1 = 7.6; // Maximun radius of 1st cell | |
18 | // fV0AR2 = 13.8; // Maximun radius of 2nd cell | |
19 | // fV0AR3 = 22.7; // Maximun radius of 3rd cell | |
20 | // fV0AR4 = 41.3; // Maximun radius of 4th cell | |
63192539 | 21 | |
22 | void vzero_digits() | |
23 | { | |
24 | static const Float_t RadC[] = { 4.6, 7.1, 11.5, 18.9, 31.4 }; | |
25 | static const Float_t RadA[] = { 4.2, 7.6, 13.8, 22.7, 41.4 }; | |
26 | static const Float_t RadEps = 0.4; | |
27 | static const Float_t PhiEps = 0.025; | |
28 | static const Float_t PhiStp = TMath::TwoPi()/8.0; | |
29 | ||
30 | gStyle->SetPalette(1, 0); | |
31 | ||
d810d0de | 32 | AliRunLoader* rl = AliEveEventManager::AssertRunLoader(); |
63192539 | 33 | rl->LoadDigits("VZERO"); |
34 | ||
35 | TTree* dt = rl->GetTreeD("VZERO", false); | |
36 | TClonesArray* dca = 0; | |
37 | dt->SetBranchAddress("VZERODigit", &dca); | |
38 | dt->GetEntry(0); | |
39 | ||
40 | Float_t v[12]; | |
41 | ||
84aff7a4 | 42 | TEveQuadSet* modR = new TEveQuadSet("V0R"); |
43 | modR->Reset(TEveQuadSet::kQT_FreeQuad, kFALSE, 32); | |
63192539 | 44 | |
84aff7a4 | 45 | TEveQuadSet* modL = new TEveQuadSet("V0L"); |
46 | modL->Reset(TEveQuadSet::kQT_FreeQuad, kFALSE, 32); | |
51346b82 | 47 | |
63192539 | 48 | Int_t numEntr = dca->GetEntriesFast(); |
49 | for (Int_t entr=0; entr<numEntr; ++entr) | |
50 | { | |
51 | AliVZEROdigit* d = (AliVZEROdigit*) dca->UncheckedAt(entr); | |
52 | Int_t i = d->PMNumber(); | |
53 | ||
d810d0de | 54 | if (i < 32) // AliEveV0 Right |
63192539 | 55 | { |
84aff7a4 | 56 | TEveQuadSet* module = modR; |
63192539 | 57 | Int_t ri = i / 8; |
58 | Int_t pi = i % 8; | |
59 | Float_t minR = RadC[ri] + RadEps, maxR = RadC[ri+1] - RadEps; | |
60 | Float_t minP = pi*PhiStp + PhiEps, maxP = (pi+1)*PhiStp - PhiEps; | |
61 | ||
62 | v[ 0] = minR*TMath::Cos(minP); v[ 1] = minR*TMath::Sin(minP); v[ 2] = 0; | |
63 | v[ 3] = maxR*TMath::Cos(minP); v[ 4] = maxR*TMath::Sin(minP); v[ 5] = 0; | |
64 | v[ 6] = maxR*TMath::Cos(maxP); v[ 7] = maxR*TMath::Sin(maxP); v[ 8] = 0; | |
65 | v[ 9] = minR*TMath::Cos(maxP); v[10] = minR*TMath::Sin(maxP); v[11] = 0; | |
66 | ||
67 | module->AddQuad(v); | |
68 | module->QuadValue(d->ADC()); | |
69 | module->QuadId(d); | |
70 | } | |
d810d0de | 71 | else // AliEveV0 Left |
63192539 | 72 | { |
84aff7a4 | 73 | TEveQuadSet* module = modL; |
63192539 | 74 | Int_t ri = (i-32) / 8; |
75 | Int_t pi = i % 8; | |
76 | Float_t minR = RadA[ri] + RadEps, maxR = RadA[ri+1] - RadEps; | |
77 | Float_t minP = pi*PhiStp + PhiEps, maxP = (pi+1)*PhiStp - PhiEps; | |
78 | ||
79 | v[ 0] = minR*TMath::Cos(minP); v[ 1] = minR*TMath::Sin(minP); v[ 2] = 0; | |
80 | v[ 3] = maxR*TMath::Cos(minP); v[ 4] = maxR*TMath::Sin(minP); v[ 5] = 0; | |
81 | v[ 6] = maxR*TMath::Cos(maxP); v[ 7] = maxR*TMath::Sin(maxP); v[ 8] = 0; | |
82 | v[ 9] = minR*TMath::Cos(maxP); v[10] = minR*TMath::Sin(maxP); v[11] = 0; | |
83 | ||
84 | module->AddQuad(v); | |
85 | module->QuadValue(d->ADC()); | |
86 | module->QuadId(d); | |
87 | } | |
88 | } | |
89 | ||
a15e6d7d | 90 | modL->RefMainTrans().SetPos(0, 0, 324); |
91 | modR->RefMainTrans().SetPos(0, 0, -84); | |
63192539 | 92 | |
84aff7a4 | 93 | gEve->AddElement(modL); |
94 | gEve->AddElement(modR); | |
63192539 | 95 | |
84aff7a4 | 96 | gEve->Redraw3D(); |
63192539 | 97 | } |