/* ======================================================================== *\ ! ! * ! * This file is part of MARS, the MAGIC Analysis and Reconstruction ! * Software. It is distributed to you in the hope that it can be a useful ! * and timesaving tool in analysing Data of imaging Cerenkov telescopes. ! * It is distributed WITHOUT ANY WARRANTY. ! * ! * Permission to use, copy, modify and distribute this software and its ! * documentation for any purpose is hereby granted without fee, ! * provided that the above copyright notice appear in all copies and ! * that both that copyright notice and this permission notice appear ! * in supporting documentation. It is provided "as is" without express ! * or implied warranty. ! * ! ! ! Author(s): Thomas Bretz, 11/2003 ! ! Copyright: MAGIC Software Development, 2000-2003 ! ! \* ======================================================================== */ ////////////////////////////////////////////////////////////////////////////// // // MReportDrive // // This is the class interpreting and storing the DRIVE-REPORT information. // // This is NOT the place to get the pointing position from. The class // definition might change. But it is the place to calculate the // correct pointing position from. // // // Double_t fMjd; // Modified Julian Date send by the drive system // This is the MJD as it was calculated by the drive system when the report // was send. // // Double_t fRa; // [h] Right ascension // Double_t fDec; // [deg] Declination // Double_t fHa; // [h] Hour angle // Currently this descries the nominal source position // // Double_t fNominalZd; // [deg] Nominal zenith distance // Double_t fNominalAz; // [deg] Nominal azimuth // The nominal local position like it was calculated in the last // control loop for time at which the last shaftencoder value has changed // // Double_t fCurrentZd; // [deg] current zenith distance // Double_t fCurrentAz; // [deg] current azimuth // The current local position like it was calculated in the last // control loop from interpolated shaftencoder values for time at which // the last shaftencoder value has changed // // Double_t fErrorZd; // [?] system error in the zenith angle axis // Double_t fErrorAz; // [?] sistem error in the azimuth angle axis // The system error on both axis derived from the two values above. Be // carefull, eg near the zenith we a huge deviation in azimuth // while having a small deviation in zenith angle might be meaingless. // Please use GetAbsError to get the absolute distance between the // twopositions. // // ////////////////////////////////////////////////////////////////////////////// #include "MReportDrive.h" #include "MLogManip.h" #include "MAstro.h" ClassImp(MReportDrive); using namespace std; // -------------------------------------------------------------------------- // // Default construtor. Initialize identifier to "DRIVE-REPORT" // MReportDrive::MReportDrive() : MReport("DRIVE-REPORT") { fName = "MReportDrive"; fTitle = "Class for DRIVE-REPORT information"; } // -------------------------------------------------------------------------- // // Interprete the body of the DRIVE-REPORT string // Bool_t MReportDrive::InterpreteBody(TString &str) { MAstro::String2Angle(str, fRa); MAstro::String2Angle(str, fDec); MAstro::String2Angle(str, fHa); Int_t len; Int_t n=sscanf(str.Data(), "%lf %n", &fMjd, &len); if (n!=1) return kFALSE; str.Remove(0, len); MAstro::String2Angle(str, fNominalZd); MAstro::String2Angle(str, fNominalAz); MAstro::String2Angle(str, fCurrentZd); MAstro::String2Angle(str, fCurrentAz); n=sscanf(str.Data(), "%lf %lf %n", &fErrorZd, &fErrorAz, &len); if (n!=2) return kFALSE; str.Remove(0, len); str = str.Strip(TString::kBoth); return str.IsNull(); } // -------------------------------------------------------------------------- // // Returns the absolute deviation from the nominal position calculated // from the system error. // Double_t MReportDrive::GetAbsError() const { const Double_t pzd = fNominalZd*TMath::DegToRad(); const Double_t azd = fErrorZd *TMath::DegToRad(); const Double_t aaz = fErrorAz *TMath::DegToRad(); const double el = TMath::Pi()/2-pzd; const double dphi2 = aaz/2.; const double cos2 = cos(dphi2)*cos(dphi2); const double sin2 = sin(dphi2)*sin(dphi2); const double d = cos(azd)*cos2 - cos(2*el)*sin2; // // Original: // cos(Zd1)*cos(Zd2)+sin(Zd1)*sin(Zd2)*cos(dAz) // // Correct: // const double d = cos(azd)*cos2 - cos(el1+el2)*sin2; // // Estimated: // const double d = cos(azd)*cos2 - cos(2*el)*sin2; // return acos(d)*TMath::RadToDeg(); }