// @(#)root/geom:$Id: TGeoHelix.h 21425 2007-12-17 15:59:27Z brun $ // Author: Andrei Gheata 28/04/04 /************************************************************************* * Copyright (C) 1995-2000, Rene Brun and Fons Rademakers. * * All rights reserved. * * * * For the licensing terms see $ROOTSYS/LICENSE. * * For the list of contributors see $ROOTSYS/README/CREDITS. * *************************************************************************/ #ifndef ROOT_TGeoHelix #define ROOT_TGeoHelix #ifndef ROOT_TObject #include "TObject.h" #endif class TGeoHMatrix; //////////////////////////////////////////////////////////////////////////// // // // TGeoHelix - A helix defined by: // // x = (1/c) * COS(phi) // // y = (1/c) * SIN(phi) // // z = s * alfa // // where: // // c = 1/Rxy - curvature in XY plane // // phi - phi angle // // S = 2*PI*s - vertical separation between helix loops // // // //////////////////////////////////////////////////////////////////////////// class TGeoHelix : public TObject { private : Double_t fC; // curvature in XY plane Double_t fS; // Z step of the helix / 2*PI Double_t fStep; // current step Double_t fPhi; // phi angle Double_t fPointInit[3]; // initial point Double_t fDirInit[3]; // normalized initial direction Double_t fPoint[3]; // point after a step Double_t fDir[3]; // direction after a step Double_t fB[3]; // normalized direction for magnetic field Int_t fQ; // right/left-handed (+/- 1) - "charge" TGeoHMatrix *fMatrix; // transformation of local helix frame to MARS public: enum EGeoHelixTypes { kHelixNeedUpdate = BIT(16), kHelixStraigth = BIT(17), kHelixCircle = BIT(18) }; // constructors TGeoHelix(); TGeoHelix(Double_t curvature, Double_t step, Int_t charge=1); // destructor virtual ~TGeoHelix(); void InitPoint(Double_t x0, Double_t y0, Double_t z0); void InitPoint(Double_t *point); void InitDirection(Double_t dirx, Double_t diry, Double_t dirz, Bool_t is_normalized=kTRUE); void InitDirection(Double_t *dir, Bool_t is_normalized=kTRUE); Double_t ComputeSafeStep(Double_t epsil=1E-6) const; const Double_t *GetCurrentPoint() const {return fPoint;} const Double_t *GetCurrentDirection() const {return fDir;} Double_t GetXYcurvature() const {return fC;} Double_t GetStep() const {return fStep;} Double_t GetTotalCurvature() const; Bool_t IsRightHanded() const {return (fQ>0)?kFALSE:kTRUE;} // a positive charge in B field makes a left-handed helix void ResetStep(); Double_t StepToPlane(Double_t *point, Double_t *norm); // Double_t *StepToPlane(Double_t a, Double_t b, Double_t c); void SetCharge(Int_t charge); void SetXYcurvature(Double_t curvature); void SetField(Double_t bx, Double_t by, Double_t bz, Bool_t is_normalized=kTRUE); void SetHelixStep(Double_t hstep); void Step(Double_t step); void UpdateHelix(); ClassDef(TGeoHelix, 1) // helix class }; #endif