/[PAMELA software]/DarthVader/ToFLevel2/src/ToFLevel2.cpp
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revision 1.22 by pamela, Fri Jun 20 12:23:26 2008 UTC revision 1.26 by carbone, Fri Nov 20 11:05:21 2009 UTC
# Line 1  Line 1 
1  /**  /**
2   * \file ToFLevel2.cpp   * \file ToFLevel2.cpp
3   * \author Gianfranca DeRosa, Wolfgang Menn   * \author Gianfranca DeRosa, Wolfgang Menn
4     *
5     * WM dec 2008: Description of "GetdEdx" changed
6     * WM dec 2008: "GetdEdxPaddle" modified: Now includes saturation limit
7     *              PMTs higher than the saturation limit are not used for dEdx
8     * WM apr 2009: bug found by Nicola in method "GetPaddlePlane"
9   */   */
10    
11  #include <ToFLevel2.h>  #include <ToFLevel2.h>
   
12  using namespace std;  using namespace std;
   
13  ClassImp(ToFPMT);  ClassImp(ToFPMT);
14    ClassImp(ToFdEdx);
15    ClassImp(ToFGeom);
16  ClassImp(ToFTrkVar);  ClassImp(ToFTrkVar);
17  ClassImp(ToFLevel2);  ClassImp(ToFLevel2);
18    
# Line 216  Int_t ToFLevel2::GetNHitPaddles(Int_t pl Line 221  Int_t ToFLevel2::GetNHitPaddles(Int_t pl
221      return npad;      return npad;
222  };  };
223    
224    //wm Nov 08
225  //gf Apr 07  //gf Apr 07
226  /**  /**
227   * Method to get the mean dEdx from a given ToF plane. This current version   * Method to get the mean dEdx from a ToF layer - ATTENTION:
228   * is just summing up all PMT signals, which will not give proper results,   * It will sum up the dEdx of all the paddles, but since by definition
229   *  and needs a revision.   * only the paddle hitted by the track gets a dEdx value and the other
230     * paddles are set to zero, the output is just the dEdx of the hitted
231     * paddle in each layer!
232     * The "adcfl" option is not very useful (an artificial dEdx is per
233     * definition= 1 mip and not a real measurement), anyway left in the code
234   * @param notrack Track Number   * @param notrack Track Number
235   * @param plane Plane index (0,1,2,3,4,5)   * @param plane Plane index (0,1,2,3,4,5)
236   * @param adcflag in the plane (100<-> independent of the adcflag; !=0&&!=100 <-> at least one PMT with adcflag!=0; )   * @param adcflag in the plane (100<-> independent of the adcflag; !=0&&!=100 <-> at least one PMT with adcflag!=0; )
# Line 381  void ToFLevel2::GetPMTIndex(Int_t ind, I Line 390  void ToFLevel2::GetPMTIndex(Int_t ind, I
390    
391    
392    
393    //  wm Nov 08 revision - saturation values included
394  /// gf Apr 07  /// gf Apr 07
   
395  /**  /**
396   * Method to get the dEdx from a given ToF paddle.   * Method to get the dEdx from a given ToF paddle.
397     * If two PMTs are good, the mean dEdx of both PMTs is taken, otherwise
398     * just the dEdx of the "good" PMT. If both PMTs are above saturation => dEdx=1000
399   * @param notrack Track Number   * @param notrack Track Number
400   * @param Paddle index (0,1,...,23).   * @param Paddle index (0,1,...,23).
401   * @param adcflag in the paddle (100<-> independent of the adcflag; !=0&&!=100 <-> at least one PMT with adcflag!=0; )   * @param adcflag in the paddle (100<-> independent of the adcflag; !=0&&!=100 <-> at least one PMT with adcflag!=0; )
# Line 394  void ToFLevel2::GetPMTIndex(Int_t ind, I Line 404  void ToFLevel2::GetPMTIndex(Int_t ind, I
404   */   */
405  void ToFLevel2::GetdEdxPaddle(Int_t notrack, Int_t paddleid, Int_t adcfl, Float_t &PadEdx, Int_t &SatWarning){  void ToFLevel2::GetdEdxPaddle(Int_t notrack, Int_t paddleid, Int_t adcfl, Float_t &PadEdx, Int_t &SatWarning){
406    
407    /*
408    Float_t  PMTsat[48] = {
409    3162.14, 3165.48, 3153.85, 3085.73, 3089.65, 3107.64, 3097.52, 3078.37,
410    3130.05, 3087.07, 3112.22, 3102.92, 3080.58, 3092.55, 3087.94, 3125.03,
411    3094.09, 3143.16, 3125.51, 3181.27, 3092.09, 3124.98, 3069.3, 3095.53,
412    3097.11, 3133.53, 3114.73, 3113.01, 3091.19, 3097.99, 3033.84, 3134.98,
413    3081.37, 3111.04, 3066.77, 3108.17, 3133, 3111.06, 3052.52, 3140.66,
414    3106.33, 3094.85, 3150.85, 3118.8, 3096.24, 3118.47,3111.36, 3117.11 } ;
415    */
416    
417    // new values from Napoli dec 2008
418    Float_t  PMTsat[48] = {
419    3176.35,3178.19,3167.38,3099.73,3117.00,3126.29,3111.44,3092.27,
420    3146.48,3094.41,3132.13,3115.37,3099.32,3110.97,3111.80,3143.14,
421    3106.72,3153.44,3136.00,3188.96,3104.73,3140.45,3073.18,3106.62,
422    3112.48,3146.92,3127.24,3136.52,3109.59,3112.89,3045.15,3147.26,
423    3095.92,3121.05,3083.25,3123.62,3150.92,3125.30,3067.60,3160.18,
424    3119.36,3108.92,3164.77,3133.64,3111.47,3131.98,3128.87,3135.56 };
425    
426    for (Int_t i=0; i<48;i++) PMTsat[i] = PMTsat[i] - 5.;  // safety margin
427    
428    
429    PadEdx = 0.;    PadEdx = 0.;
430    SatWarning = 1000;  //  SatWarning = 1000;
431      SatWarning = 0;   // 0=good, increase for each bad PMT
432    
433    Float_t dEdx[48] = {0};    Float_t dEdx[48] = {0};
434    Int_t pmt_id = -1;    Int_t pmt_id = -1;
# Line 427  void ToFLevel2::GetdEdxPaddle(Int_t notr Line 460  void ToFLevel2::GetdEdxPaddle(Int_t notr
460        adcraw[pmtright] = pmt->adc;        adcraw[pmtright] = pmt->adc;
461      }      }
462    }    }
463    
464        
465    for (Int_t i=0; i<trk->npmtadc; i++){    for (Int_t i=0; i<trk->npmtadc; i++){
466    
# Line 439  void ToFLevel2::GetdEdxPaddle(Int_t notr Line 473  void ToFLevel2::GetdEdxPaddle(Int_t notr
473      }      }
474    }    }
475    
476    if( adcraw[pmtleft] >3000 || adcraw[pmtright] >3000)SatWarning=1;  
477        //  if( adcraw[pmtleft] >3000 || adcraw[pmtright] >3000)SatWarning=1;  //old version
478    if(dEdx[pmtleft]!=0 && dEdx[pmtright]!=0){  
479      PadEdx = (dEdx[pmtleft]+dEdx[pmtright])*0.5;  // Increase SatWarning Counter for each PMT>Sat
480    }    if( adcraw[pmtleft] > PMTsat[pmtleft])SatWarning++;  
481    if(dEdx[pmtleft]==0 && dEdx[pmtright]!=0){    if( adcraw[pmtright] > PMTsat[pmtright])SatWarning++;
482      PadEdx = dEdx[pmtright];  
483    }  // if ADC  > sat set dEdx=1000
484    if(dEdx[pmtleft]!=0 && dEdx[pmtright]==0){    if( adcraw[pmtleft] > PMTsat[pmtleft]) dEdx[pmtleft] = 1000.;
485      PadEdx = dEdx[pmtleft];    if( adcraw[pmtright] > PMTsat[pmtright]) dEdx[pmtright] = 1000. ;
486    }  
487    // if two PMT are good, take mean dEdx, otherwise only the good dEdx
488      if(dEdx[pmtleft]<1000 && dEdx[pmtright]<1000) PadEdx = (dEdx[pmtleft]+dEdx[pmtright])*0.5;
489      if(dEdx[pmtleft]==1000 && dEdx[pmtright]<1000) PadEdx = dEdx[pmtright];  
490      if(dEdx[pmtleft]<1000 && dEdx[pmtright]==1000) PadEdx = dEdx[pmtleft];
491        
   return;  
492  };  };
493  //  //
494    
# Line 514  return GetPaddleIdOfTrack(xtr ,ytr ,plan Line 551  return GetPaddleIdOfTrack(xtr ,ytr ,plan
551  }  }
552    
553  // gf Apr 07  // gf Apr 07
 // wm jun 08  introduced a margin as input parameter  
554  Int_t ToFLevel2::GetPaddleIdOfTrack(Float_t xtr, Float_t ytr, Int_t plane, Float_t margin){  Int_t ToFLevel2::GetPaddleIdOfTrack(Float_t xtr, Float_t ytr, Int_t plane, Float_t margin){
555      
556    Double_t xt,yt,xl,xh,yl,yh;    Double_t xt,yt,xl,xh,yl,yh;
557        
558    Float_t tof11_x[8] = {-17.85,-12.75,-7.65,-2.55,2.55,7.65,12.75,17.85};    Float_t tof11_x[8] = {-17.85,-12.75,-7.65,-2.55,2.55,7.65,12.75,17.85};
# Line 702  void ToFLevel2::GetPMTPaddle(Int_t pmt_i Line 738  void ToFLevel2::GetPMTPaddle(Int_t pmt_i
738    
739  void ToFLevel2::GetPaddlePMT(Int_t paddle, Int_t &pmtleft, Int_t &pmtright){  void ToFLevel2::GetPaddlePMT(Int_t paddle, Int_t &pmtleft, Int_t &pmtright){
740    pmtleft=paddle*2;    pmtleft=paddle*2;
741    pmtright= pmtleft+1;    pmtright= pmtleft+1;  
742    return;    return;
743  }  }
744    
# Line 826  Int_t ToFLevel2::GetPaddleid(Int_t plane Line 862  Int_t ToFLevel2::GetPaddleid(Int_t plane
862    }    }
863    padid=paddle+somma;    padid=paddle+somma;
864    return padid;    return padid;
865    
866  }  }
867    
868    
# Line 854  void ToFLevel2::GetPaddlePlane(Int_t pad Line 891  void ToFLevel2::GetPaddlePlane(Int_t pad
891      return;      return;
892    }    }
893    
894    if(7<pad<14){    if((7<pad)&&(pad<14)){
895      plane=1;      plane=1;
896      paddle=pad-pads11;      paddle=pad-pads11;
897      return;      return;
898    }    }
899        
900    if(13<pad<16){    if((13<pad)&&(pad<16)){
901      plane=2;      plane=2;
902      paddle=pad-pads11-pads12;      paddle=pad-pads11-pads12;
903      return;      return;
904    }    }
905    
906    if(15<pad<18){    if((15<pad)&&(pad<18)){
907      plane=3;      plane=3;
908      paddle=pad-pads11-pads12-pads21;      paddle=pad-pads11-pads12-pads21;
909      return;      return;
910    }    }
911    
912    if(17<pad<21){    if((17<pad)&&(pad<21)){
913      plane=4;      plane=4;
914      paddle=pad-pads11-pads12-pads21-pads22;      paddle=pad-pads11-pads12-pads21-pads22;
915      return;      return;
916    }    }
917    
918    if(20<pad<24){    if((20<pad)&&(pad<24)){
919      plane=5;      plane=5;
920      paddle=pad-pads11-pads12-pads21-pads22-pads31;      paddle=pad-pads11-pads12-pads21-pads22-pads31;
921      return;      return;
# Line 909  Int_t ToFLevel2::GetNPaddle(Int_t plane) Line 946  Int_t ToFLevel2::GetNPaddle(Int_t plane)
946    
947  }  }
948    
949    
950    
951  /// wm feb 08  /// wm feb 08
952    
953  /**  /**
# Line 1055  Int_t ibot[12] = {4,5,4,5,4,5,4,5,2,3,2, Line 1094  Int_t ibot[12] = {4,5,4,5,4,5,4,5,2,3,2,
1094  ////////////////////////////////////////////////////  ////////////////////////////////////////////////////
1095    
1096    
   
1097  /**  /**
1098   * Fills a struct cToFLevel2 with values from a ToFLevel2 object (to put data into a F77 common).   * Fills a struct cToFLevel2 with values from a ToFLevel2 object (to put data into a F77 common).
1099   */   */
# Line 1382  Int_t ToFLevel2::Process(TrkLevel2 *trk, Line 1420  Int_t ToFLevel2::Process(TrkLevel2 *trk,
1420    
1421    return(0);    return(0);
1422  }  }
1423    
1424    
1425    
1426    
1427    
1428    
1429    
1430    
1431    
1432    
1433    
1434    
1435    
1436    
1437    
1438    
1439    
1440    
1441    
1442    
1443    
1444    
1445    
1446    
1447    ToFdEdx::ToFdEdx()
1448    {
1449      memset(conn,0,12*sizeof(Bool_t));
1450      memset(ts,0,12*sizeof(UInt_t));
1451      memset(te,0,12*sizeof(UInt_t));
1452      Define_PMTsat();
1453      Clear();
1454    }
1455    //------------------------------------------------------------------------
1456    void ToFdEdx::CheckConnectors(UInt_t atime, GL_PARAM *glparam, TSQLServer *dbc)
1457    {
1458      for(int i=0; i<12; i++){
1459        if(atime<=ts[i] || atime>te[i]){
1460          Int_t error=glparam->Query_GL_PARAM(atime,210+i,dbc); // parameters stored in DB in GL_PRAM table
1461          if ( error<0 ) {
1462            conn[i]=false;
1463            ts[i]=0;
1464            te[i]=numeric_limits<UInt_t>::max();
1465          };
1466          if ( !error ){
1467            conn[i]=true;
1468            ts[i]=glparam->FROM_TIME;
1469            te[i]=glparam->TO_TIME;
1470          }
1471          if ( error>0 ){
1472            conn[i]=false;
1473            ts[i]=glparam->TO_TIME;
1474            TSQLResult *pResult;
1475            TSQLRow *row;
1476            TString query= Form("SELECT FROM_TIME FROM GL_PARAM WHERE TYPE=%i AND FROM_TIME>=%i ORDER BY FROM_TIME ASC LIMIT 1;",210+i,atime);
1477            pResult=dbc->Query(query.Data());
1478            if(!pResult->GetRowCount()){
1479              te[i]=numeric_limits<UInt_t>::max();
1480            }else{
1481              row=pResult->Next();
1482              te[i]=(UInt_t)atoll(row->GetField(0));
1483            }
1484          }
1485          //
1486          
1487        }
1488      }
1489    
1490    }
1491    //------------------------------------------------------------------------
1492    void ToFdEdx::Clear(Option_t *option)
1493    {
1494      //
1495      // Set arrays and initialize structure
1496    
1497      eDEDXpmt.Set(48);    eDEDXpmt.Reset(-1);   // Set array size  and reset structure
1498      eZpmt.Set(48);       eZpmt.Reset(-1);
1499      eDEDXpad.Set(24);    eDEDXpad.Reset(-1);
1500      eZpad.Set(24);       eZpad.Reset(-1);
1501      eDEDXlayer.Set(6);   eDEDXlayer.Reset(-1);
1502      eZlayer.Set(6);      eZlayer.Reset(-1);
1503      eDEDXplane.Set(3);   eDEDXplane.Reset(-1);
1504      eZplane.Set(3);      eZplane.Reset(-1);
1505      INFOpmt.Set(48);     INFOpmt.Reset(0);
1506      INFOlayer.Set(6);    INFOlayer.Reset(0);
1507      //
1508    };
1509    
1510    //------------------------------------------------------------------------
1511    void ToFdEdx::Print(Option_t *option)
1512    {
1513      //
1514      printf("========================================================================\n");
1515    
1516    };
1517    
1518    
1519    //------------------------------------------------------------------------
1520    // void ToFdEdx::InitPar(TString parname, TString parfile)
1521    // {
1522    //   // expensive function - call it once/run
1523    
1524    
1525    
1526    //   ReadParAtt(            Form("%s/attenuation.txt"              , pardir) );
1527    //   ReadParPos(            Form("%s/desaturation_position.txt"    , pardir) );
1528    //   ReadParBBneg(          Form("%s/BetheBloch.txt"               , pardir) );
1529    //   ReadParBBpos(          Form("%s/BetheBloch_betagt1.txt"       , pardir) );
1530    //   ReadParDesatBB(        Form("%s/desaturation_beta.txt"        , pardir) );
1531    
1532    // };
1533    
1534    
1535    //------------------------------------------------------------------------
1536    void ToFdEdx::Process(UInt_t atime, Float_t betamean, Float_t *xtr_tof, Float_t *ytr_tof, pamela::tof::TofEvent *tofl0 )
1537    {
1538      // the parameters should be already initialised by InitPar()
1539    
1540    
1541      Clear();
1542    
1543    
1544    
1545      //  Float_t betamean = fabs(trackTRK->GetToFTrack()->beta[12]);
1546    
1547      if(betamean<0.05 || betamean>2){
1548        for(int i=0;i<48;i++)INFOpmt[i]=1;
1549      }
1550    
1551     // define angle:  
1552      double dx   = xtr_tof[1] - xtr_tof[5];
1553      double dy   = ytr_tof[0] - ytr_tof[4];
1554      double dr   = sqrt(dx*dx+dy*dy);
1555      double theta=atan(dr/76.81);
1556    
1557    
1558    
1559      //  TArrayF adc;
1560      Float_t adc[48];
1561    
1562      ToFLevel2 tf;
1563    
1564      for (Int_t gg=0; gg<4;gg++){
1565        for (Int_t hh=0; hh<12;hh++){
1566          //          tofinput_.tdc[hh][gg]=tofEvent->tdc[gg][hh];          
1567          int mm = tf.GetPMTid(gg,hh);        
1568          adc[mm]=tofl0->adc[gg][hh];
1569        };      
1570      };
1571      
1572      
1573      
1574      
1575      for( int ii=0; ii<48; ii++ ) {
1576        if( adc[ii] >= PMTsat[ii]-5 )  continue;
1577        if( adc[ii] <= 0. )            continue;
1578      
1579        double adcpC   = f_adcPC( adc[ii] );    // - adc conversion in pC
1580        double adccorr = adcpC*fabs(cos(theta));
1581    
1582             if(adccorr<=0.)           continue;
1583    
1584    
1585    
1586        //--------------------- TABLE OF PERIODS WITH HV PROBLEMS ----------------------------
1587    
1588        int Aconn=conn[0];    // PMT 0,20,22,24
1589        int Bconn=conn[1];    // PMT 6,12,26,34
1590        int Cconn=conn[2];    // PMT 4,14,28,32
1591        int Dconn=conn[3];    // PMT 2,8,10,30
1592        int Econn=conn[4];    // PMT 42,43,44,47
1593        int Fconn=conn[5];    // PMT 7,19,23,27
1594        int Gconn=conn[6];    // PMT 3,11,25,33
1595        int Hconn=conn[7];    // PMT 1,9,13,21
1596        int Iconn=conn[8];    // PMT 5,29,31,35
1597        int Lconn=conn[9];    // PMT 37,40,45,46
1598        int Mconn=conn[10];    // PMT 15,16,17,18
1599        int Nconn=conn[11];    // PMT 36,38,39,41
1600    
1601        //    int standard=0;
1602        if( false ) cout << Gconn << Iconn << Lconn <<endl;
1603        int S115B_ok=0;
1604        int S115B_break=0;
1605    
1606    //   if(atime>=1153660001 && atime<=1154375000)Dconn=1;
1607    //     else if(atime>=1155850001 && atime<=1156280000){
1608    //       Hconn=1;
1609    //       Nconn=1;
1610    //     }
1611    
1612    //  else if(atime>=1168490001 && atime<=1168940000)Dconn=1;
1613    //     else if(atime>=1168940001 && atime<=1169580000){
1614    //       Fconn=1;
1615    //       Mconn=1;
1616    //     }
1617    
1618    //  else if(atime>=1174665001 && atime<=1175000000)Bconn=1;
1619    //     else if(atime>=1176120001 && atime<=1176800000)Hconn=1;
1620    //     else if(atime>=1176800001 && atime<=1178330000)Econn=1;
1621    //     else if(atime>=1178330001 && atime<=1181322000)Hconn=1;
1622    //     else if(atime>=1182100001 && atime<=1183030000)Aconn=1;
1623    //     else if(atime>=1184000001 && atime<=1184570000)Hconn=1;
1624    //     else if(atime>=1185090001 && atime<=1185212000)Dconn=1;
1625    //     else if(atime>=1191100001 && atime<=1191940000)Dconn=1;
1626    //     else if(atime>=1196230001 && atime<=1196280000)Hconn=1;
1627    //     else if(atime>=1206100001 && atime<=1206375600)Cconn=1;
1628    //     else if(atime>=1217989201 && atime<=1218547800)Econn=1;
1629    //     else if(atime>=1225789201 && atime<=1226566800)Econn=1;
1630    //     else if(atime>=1229400901 && atime<=1229700000)Econn=1;
1631    //     else if(atime>=1230318001 && atime<=1230415200)Econn=1;
1632    //     else {
1633    //       standard=1;
1634    //     }
1635        if(atime<1158720000)S115B_ok=1;
1636        else S115B_break=1;
1637    
1638    
1639     //------------------------------------------------------------------------
1640    
1641    //---------------------------------------------------- Z reconstruction
1642    
1643    double adcHe, adcnorm, adclin, dEdx, Zeta;
1644    
1645     adcHe=-2;
1646     adcnorm=-2;
1647     adclin=-2;
1648     dEdx=-2;
1649     Zeta=-2;
1650    
1651    
1652    //  float ZetaH=-2;
1653    //  float dEdxH=-2;
1654    
1655    //  double day = (atime-1150000000)/84600;
1656    
1657        if(Aconn==1 && (ii==0 || ii==20 || ii==22 || ii==24)){
1658           adcHe   = (Get_adc_he(ii, xtr_tof, ytr_tof))/1.675;
1659        }
1660        else if(Bconn==1 && (ii==6 || ii==12 || ii==26 || ii==34)){
1661           adcHe   = (Get_adc_he(ii, xtr_tof, ytr_tof))/2.482;
1662        }
1663        else if(Cconn==1 && (ii==4 || ii==14 || ii==28 || ii==32)){
1664          adcHe   = (Get_adc_he(ii, xtr_tof, ytr_tof))/1.464;
1665        }
1666        else if(Dconn==1 && (ii==2 || ii==8 || ii==10 || ii==30)){
1667           adcHe   = (Get_adc_he(ii, xtr_tof, ytr_tof))/1.995;
1668        }
1669        else if(Econn==1 && (ii==42 || ii==43 || ii==44 || ii==47)){
1670           adcHe   = (Get_adc_he(ii, xtr_tof, ytr_tof))/1.273;
1671        }
1672        else if(Fconn==1 && (ii==7 || ii==19 || ii==23 || ii==27)){
1673           adcHe   = (Get_adc_he(ii, xtr_tof, ytr_tof))/1.565;
1674        }
1675        else if(Mconn==1 && (ii==15 || ii==16 || ii==17 || ii==18)){
1676           adcHe   = (Get_adc_he(ii, xtr_tof, ytr_tof))/1.565;
1677        }
1678        else if(Nconn==1 && (ii==36 || ii==38 || ii==39 || ii==41)){
1679           adcHe   = (Get_adc_he(ii, xtr_tof, ytr_tof))/1.018;
1680        }
1681        else if(Hconn==1 && (ii==1 || ii==13 || ii==21 || (ii==9&&S115B_ok==1))){
1682          adcHe   = (Get_adc_he(ii, xtr_tof, ytr_tof))/1.84;
1683        }
1684        else if(S115B_break==1 && ii==9 && Hconn==0){
1685           adcHe   = f_att5B( ytr_tof[0] );   //N.B.: this function refers to the Carbon!!!
1686        }
1687        else if(S115B_break==1 && ii==9 && Hconn==1){
1688           adcHe   = (f_att5B( ytr_tof[0] ))/1.64;
1689        }
1690        else  adcHe   = Get_adc_he(ii, xtr_tof, ytr_tof);
1691    
1692        if(adcHe<=0)   continue;
1693    
1694        if(ii==9 && S115B_break==1)  adcnorm = f_pos5B(adccorr);
1695        else adcnorm = f_pos( (parPos[ii]), adccorr);
1696    
1697        if(adcnorm<=0) continue;
1698    
1699        if(ii==9 && S115B_break==1)  adclin  = 36.*adcnorm/adcHe;
1700        else  adclin  = 4.*adcnorm/adcHe;
1701    
1702        if(adclin<=0)  continue;
1703    
1704        double dEdxHe=-2;
1705        if(ii==9 && S115B_break==1){
1706          if( betamean <1. ) dEdxHe = f_BB5B( betamean );
1707          else                       dEdxHe = 33;
1708        } else {
1709          if( betamean <1. ) dEdxHe = f_BB( (parBBneg[ii]), betamean );
1710          else                       dEdxHe = parBBpos[ii];
1711        }
1712    
1713        if(dEdxHe<=0)  continue;
1714    
1715        if(ii==9 && S115B_break==1)  dEdx = f_desatBB5B( adclin );
1716        else  dEdx = f_desatBB((parDesatBB[ii]), adclin );
1717    
1718        if(dEdx<=0)    continue;
1719    
1720        if(ii==9 && S115B_break==1)  Zeta = sqrt(36.*(dEdx/dEdxHe));
1721        else  Zeta = sqrt(4.*(dEdx/dEdxHe));
1722    
1723        if(Zeta<=0)    continue;
1724    
1725    //--------------------- TIME DEPENDENCE ----------------------------------
1726    
1727    
1728    //      TArrayF &binx = TDx[ii];
1729    //      TArrayF &biny = TDy[ii];
1730    //      for(int k=0; k<200; k++) {
1731    //        if (day > binx[k]-2.5 && day<=binx[k]+2.5 && biny[k]>0)  {
1732    //       ZetaH=Zeta/biny[k]*6;
1733    //       dEdxH=dEdx/(pow(biny[k],2))*36;
1734    //        }
1735    //      }
1736    
1737    //      if(ZetaH!=-2)eZpmt[ii]=(Float_t)ZetaH;
1738    //      else eZpmt[ii]=(Float_t)Zeta;
1739    
1740    //      if(dEdxH!=-2)eDEDXpmt[ii]=(Float_t)dEdxH;
1741    //      else eDEDXpmt[ii]=(Float_t)dEdx;
1742    
1743    //      printf("%5d %8.2f %8.2f %8.2f  %8.2f %8.2f  %8.2f %5.4f \n",               ii, adcpC,  adccorr, adcHe, dEdxHe, dEdx, Zeta, betamean );
1744    
1745        eZpmt[ii]=(Float_t)Zeta;
1746        eDEDXpmt[ii]=(Float_t)dEdx;
1747    
1748    
1749     }  //end loop on 48 PMT
1750    
1751    //---------------------------------------------------  paddle + layer --------------------
1752    
1753      for(int j=0;j<48;j++){
1754        int k=100;
1755        if(j%2==0 || j==0)k=j/2;
1756        
1757        double zpdl=-1;
1758        
1759        if((j%2==0 || j==0) && eZpmt[j]!=-1 && eZpmt[j+1]!=-1){
1760          zpdl=0.5*(eZpmt[j]+eZpmt[j+1]);
1761        }else if((j%2==0 || j==0) && eZpmt[j]!=-1 && eZpmt[j+1]==-1){
1762          zpdl=eZpmt[j];
1763        }else if((j%2==0 || j==0) && eZpmt[j]==-1 && eZpmt[j+1]!=-1){
1764          zpdl=eZpmt[j+1];
1765        }
1766        
1767        if(j%2==0 || j==0)eZpad[k]= (Float_t)zpdl;
1768        
1769        if((j%2==0 || j==0)&&eZpad[k]!=-1){
1770          if(k>=0&&k<8)eZlayer[0]=eZpad[k];
1771          if(k>=8&&k<14)eZlayer[1]=eZpad[k];
1772          if(k>=14&&k<16)eZlayer[2]=eZpad[k];
1773          if(k>=16&&k<18)eZlayer[3]=eZpad[k];
1774          if(k>=18&&k<21)eZlayer[4]=eZpad[k];
1775          if(k>=21)eZlayer[5]=eZpad[k];
1776        }
1777    
1778        if(eZlayer[0]!=-1&&eZlayer[1]!=-1&&fabs(eZlayer[0]-eZlayer[1])<1.5)eZplane[0]=0.5*(eZlayer[0]+eZlayer[1]);
1779        else if(eZlayer[0]!=-1&&eZlayer[1]==-1)eZplane[0]=eZlayer[0];
1780        else if(eZlayer[1]!=-1&&eZlayer[0]==-1)eZplane[0]=eZlayer[1];
1781    
1782        if(eZlayer[2]!=-1&&eZlayer[3]!=-1&&fabs(eZlayer[2]-eZlayer[3])<1.5)eZplane[1]=0.5*(eZlayer[2]+eZlayer[3]);
1783        else if(eZlayer[2]!=-1&&eZlayer[3]==-1)eZplane[1]=eZlayer[2];
1784        else if(eZlayer[3]!=-1&&eZlayer[2]==-1)eZplane[1]=eZlayer[3];
1785    
1786        if(eZlayer[4]!=-1&&eZlayer[5]!=-1&&fabs(eZlayer[4]-eZlayer[5])<1.5)eZplane[2]=0.5*(eZlayer[4]+eZlayer[5]);
1787        else if(eZlayer[4]!=-1&&eZlayer[5]==-1)eZplane[2]=eZlayer[4];
1788        else if(eZlayer[5]!=-1&&eZlayer[4]==-1)eZplane[2]=eZlayer[5];
1789    
1790      }
1791    
1792      for(int jj=0;jj<48;jj++){
1793        int k=100;
1794        if(jj%2==0 || jj==0)k=jj/2;
1795        
1796        double dedxpdl=-1;
1797        
1798        if((jj%2==0 || jj==0) && eDEDXpmt[jj]!=-1 && eDEDXpmt[jj+1]!=-1){
1799          dedxpdl=0.5*(eDEDXpmt[jj]+eDEDXpmt[jj+1]);
1800        }else if((jj%2==0 || jj==0) && eDEDXpmt[jj]!=-1 && eDEDXpmt[jj+1]==-1){
1801          dedxpdl=eDEDXpmt[jj];
1802        }else if((jj%2==0 || jj==0) && eDEDXpmt[jj]==-1 && eDEDXpmt[jj+1]!=-1){
1803          dedxpdl=eDEDXpmt[jj+1];
1804        }
1805        
1806        if(jj%2==0 || jj==0)eDEDXpad[k]= (Float_t)dedxpdl;
1807        
1808        if((jj%2==0 || jj==0)&&eDEDXpad[k]!=-1){
1809          if(k>=0&&k<8)eDEDXlayer[0]=eDEDXpad[k];
1810          if(k>=8&&k<14)eDEDXlayer[1]=eDEDXpad[k];
1811          if(k>=14&&k<16)eDEDXlayer[2]=eDEDXpad[k];
1812          if(k>=16&&k<18)eDEDXlayer[3]=eDEDXpad[k];
1813          if(k>=18&&k<21)eDEDXlayer[4]=eDEDXpad[k];
1814          if(k>=21)eDEDXlayer[5]=eDEDXpad[k];
1815        }
1816    
1817        if(eDEDXlayer[0]!=-1&&eDEDXlayer[1]!=-1&&fabs(eDEDXlayer[0]-eDEDXlayer[1])<10)eDEDXplane[0]=0.5*(eDEDXlayer[0]+eDEDXlayer[1]);
1818        else if(eDEDXlayer[0]!=-1&&eDEDXlayer[1]==-1)eDEDXplane[0]=eDEDXlayer[0];
1819        else if(eDEDXlayer[1]!=-1&&eDEDXlayer[0]==-1)eDEDXplane[0]=eDEDXlayer[1];
1820    
1821        if(eDEDXlayer[2]!=-1&&eDEDXlayer[3]!=-1&&fabs(eDEDXlayer[2]-eDEDXlayer[3])<10)eDEDXplane[1]=0.5*(eDEDXlayer[2]+eDEDXlayer[3]);
1822        else if(eDEDXlayer[2]!=-1&&eDEDXlayer[3]==-1)eDEDXplane[1]=eDEDXlayer[2];
1823        else if(eDEDXlayer[3]!=-1&&eDEDXlayer[2]==-1)eDEDXplane[1]=eDEDXlayer[3];
1824    
1825        if(eDEDXlayer[4]!=-1&&eDEDXlayer[5]!=-1&&fabs(eDEDXlayer[4]-eDEDXlayer[5])<10)eDEDXplane[2]=0.5*(eDEDXlayer[4]+eDEDXlayer[5]);
1826        else if(eDEDXlayer[4]!=-1&&eDEDXlayer[5]==-1)eDEDXplane[2]=eDEDXlayer[4];
1827        else if(eDEDXlayer[5]!=-1&&eDEDXlayer[4]==-1)eDEDXplane[2]=eDEDXlayer[5];
1828    
1829      }
1830      
1831    
1832    
1833    };
1834    
1835    
1836    //------------------------------------------------------------------------
1837    void ToFdEdx::PrintTD()
1838    {
1839      for(int i=0; i<48; i++) {  
1840        TArrayF &binx = TDx[i];
1841        TArrayF &biny = TDy[i];
1842        for(int k=0; k<200; k++) {  // bin temporali
1843          printf("%d %d %f %f", i,k, binx[k], biny[k]);
1844          
1845        }
1846      }
1847    }
1848    
1849    
1850    //------------------------------------------------------------------------
1851    void ToFdEdx::Define_PMTsat()
1852    {
1853      Float_t  sat[48] = {
1854        3176.35,3178.19,3167.38,3099.73,3117.00,3126.29,3111.44,3092.27,
1855        3146.48,3094.41,3132.13,3115.37,3099.32,3110.97,3111.80,3143.14,
1856        3106.72,3153.44,3136.00,3188.96,3104.73,3140.45,3073.18,3106.62,
1857        3112.48,3146.92,3127.24,3136.52,3109.59,3112.89,3045.15,3147.26,
1858        3095.92,3121.05,3083.25,3123.62,3150.92,3125.30,3067.60,3160.18,
1859        3119.36,3108.92,3164.77,3133.64,3111.47,3131.98,3128.87,3135.56 };
1860      PMTsat.Set(48,sat);
1861    }
1862    
1863    //------------------------------------------------------------------------
1864    // void ToFdEdx::ReadParTD( Int_t ipmt, const char *fname )
1865    // {
1866    //   printf("read %s\n",fname);
1867    //   if(ipmt<0)  return;
1868    //   if(ipmt>47) return;
1869    //   FILE *fattin = fopen( fname , "r" );
1870    //   Float_t yTD[200],xTD[200];
1871    //   for(int j=0;j<200;j++){
1872    //     float x,y,ym,e;
1873    //     if(fscanf(fattin,"%f %f %f %f",
1874    //            &x, &y, &ym, &e )!=4) break;
1875    //     xTD[j]=x;
1876    //     if(ym>0&&fabs(y-ym)>1)  yTD[j]=ym;
1877    //     else                    yTD[j]=y;
1878    //   }
1879    //   TDx[ipmt].Set(200,xTD);
1880    //   TDy[ipmt].Set(200,yTD);
1881    //   fclose(fattin);
1882    // }
1883    
1884    //------------------------------------------------------------------------
1885    void ToFdEdx::ReadParBBpos( const char *fname )
1886    {
1887      printf("read %s\n",fname);
1888      parBBpos.Set(48);
1889      FILE *fattin = fopen( fname , "r" );
1890      for (int i=0; i<48; i++) {
1891        int   tid=0;
1892        float  tp;
1893        if(fscanf(fattin,"%d %f",
1894                  &tid, &tp )!=2) break;
1895        parBBpos[i]=tp;
1896      }
1897      fclose(fattin);
1898    }
1899    
1900    //------------------------------------------------------------------------
1901    void ToFdEdx::ReadParDesatBB( const char *fname )
1902    {
1903      printf("read %s\n",fname);
1904      FILE *fattin = fopen( fname , "r" );
1905      for (int i=0; i<48; i++) {
1906        int   tid=0;
1907        float  tp[3];
1908        if(fscanf(fattin,"%d %f %f %f",
1909                  &tid, &tp[0], &tp[1], &tp[2] )!=4) break;
1910        parDesatBB[i].Set(3,tp);
1911      }
1912      fclose(fattin);
1913    }
1914    
1915    
1916    //------------------------------------------------------------------------
1917    void ToFdEdx::ReadParBBneg( const char *fname )
1918    
1919    {
1920      printf("read %s\n",fname);
1921      FILE *fattin = fopen( fname , "r" );
1922      for (int i=0; i<48; i++) {
1923        int   tid=0;
1924        float  tp[3];
1925        if(fscanf(fattin,"%d %f %f %f",
1926                  &tid, &tp[0], &tp[1], &tp[2] )!=4) break;
1927        parBBneg[i].Set(3,tp);
1928      }
1929      fclose(fattin);
1930    }
1931    
1932    //------------------------------------------------------------------------
1933    void ToFdEdx::ReadParPos( const char *fname )
1934    {
1935      printf("read %s\n",fname);
1936      FILE *fattin = fopen( fname , "r" );
1937      for (int i=0; i<48; i++) {
1938        int   tid=0;
1939        float  tp[4];
1940        if(fscanf(fattin,"%d %f %f %f %f",
1941                  &tid, &tp[0], &tp[1], &tp[2], &tp[3])!=5) break;
1942        parPos[i].Set(4,tp);
1943      }
1944      fclose(fattin);
1945    }
1946    
1947    //------------------------------------------------------------------------
1948    void ToFdEdx::ReadParAtt( const char *fname )
1949    {
1950      printf("read %s\n",fname);
1951      FILE *fattin = fopen( fname , "r" );
1952      for (int i=0; i<48; i++) {
1953        int   tid=0;
1954        float  tp[6];
1955        if(fscanf(fattin,"%d %f %f %f %f %f %f",
1956                  &tid, &tp[0], &tp[1], &tp[2], &tp[3], &tp[4], &tp[5] )!=7) break;
1957        parAtt[i].Set(6,tp);
1958      }
1959      fclose(fattin);
1960    }
1961    
1962    
1963    
1964    
1965    
1966    
1967    double ToFdEdx::f_att( TArrayF &p, float x )
1968    {
1969      return
1970        p[0] +
1971        p[1]*x +
1972        p[2]*x*x +
1973        p[3]*x*x*x +
1974        p[4]*x*x*x*x +
1975        p[5]*x*x*x*x*x;
1976    }
1977    //------------------------------------------------------------------------
1978    double ToFdEdx::f_att5B( float x )
1979    {
1980      return
1981        101.9409 +
1982        6.643781*x +
1983        0.2765518*x*x +
1984        0.004617647*x*x*x +
1985        0.0006195132*x*x*x*x +
1986        0.00002813734*x*x*x*x*x;
1987    }
1988    
1989    
1990    double ToFdEdx::f_pos( TArrayF &p, float x )
1991    {
1992      return
1993        p[0] +
1994        p[1]*x +
1995        p[2]*x*x +
1996        p[3]*x*x*x;
1997    }
1998    
1999    double ToFdEdx::f_pos5B( float x )
2000    {
2001      return
2002        15.45132 +
2003        0.8369721*x +
2004        0.0005*x*x;
2005    }
2006    
2007    
2008    
2009    double ToFdEdx::f_adcPC( float x )
2010    {
2011      return 28.12+0.6312*x-5.647e-05*x*x+3.064e-08*x*x*x;
2012    }
2013    
2014    
2015    float ToFdEdx::Get_adc_he( int id, float pl_x[6], float pl_y[6])
2016    {
2017    
2018      //
2019      // input: id - pmt [0:47}
2020      //             pl_x - coord x of the tof plane
2021      //             pl_y - coord y
2022    
2023       adc_he = 0;
2024      if( eGeom.GetXY(id)==1 )  adc_he = f_att( (parAtt[id]), pl_x[eGeom.GetPlane(id)] );
2025      if( eGeom.GetXY(id)==2 )  adc_he = f_att( (parAtt[id]), pl_y[eGeom.GetPlane(id)] );
2026      return adc_he;
2027    }
2028    
2029    //------------------------------------------------------------------------
2030    double ToFdEdx::f_BB( TArrayF &p, float x )
2031    {
2032      return  p[0]/(x*x)*(log(x*x/(1-x*x)) - p[1]*x*x - p[2]);
2033    }
2034    
2035    //------------------------------------------------------------------------
2036    double ToFdEdx::f_BB5B( float x )
2037    {
2038      return  0.165797/(x*x)*(log(x*x/(1-x*x)) + 140.481*x*x + 52.9258);
2039    }
2040    //------------------------------------------------------------------------
2041    double ToFdEdx::f_desatBB( TArrayF &p, float x )
2042    {
2043      return
2044        p[0] +
2045        p[1]*x +
2046        p[2]*x*x;
2047    }
2048    
2049    //------------------------------------------------------------------------
2050    double ToFdEdx::f_desatBB5B( float x )
2051    {
2052      return
2053        -2.4 +
2054        0.75*x +
2055        0.009*x*x;
2056    }
2057    
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