[3756] | 1 | // Classes to compute Multi-Dish or CRT-like radio interferometer response
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| 2 | // R. Ansari - Avril-Mai 2010
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| 3 |
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| 4 | #ifndef MDISH_SEEN
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| 5 | #define MDISH_SEEN
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| 6 |
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| 7 | #include "machdefs.h" // SOPHYA .h
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| 8 | #include "sopnamsp.h" // SOPHYA .h
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| 9 | #include <math.h>
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| 10 | #include <iostream>
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| 11 | #include <vector>
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| 12 | #include <string>
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| 13 |
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| 14 | #include "genericfunc.h" // SOPHYA .h
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| 15 | #include "array.h" // SOPHYA .h
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[3783] | 16 | #include "qhist.h"
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[3756] | 17 |
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[3783] | 18 | #ifndef DeuxPI
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[3756] | 19 | #define DeuxPI 2.*M_PI
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[3783] | 20 | #endif
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[3756] | 21 |
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[3796] | 22 | // -- Four2DResponse : Reponse instrumentale ds le plan k_x,k_y (frequences angulaires theta,phi)
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[3973] | 23 | // typ=1 : Reponse gaussienne parabole diametre D exp[ - 2 (lambda k_g / D )^2 ]
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[3756] | 24 | // typ=2 : Reponse parabole diametre D Triangle <= kmax= 2 pi D / lambda
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| 25 | // typ=3 : Reponse rectangle Dx x Dy Triangle (|kx|,|k_y|) <= (2 pi Dx / lambda, 2 pi Dx / lambda)
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[3796] | 26 | // typ=22 : Reponse parabole diametre D Triangle <= kmax= 2 pi D / lambda avec un trou au centre
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| 27 |
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[3756] | 28 | class Four2DResponse {
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| 29 | public:
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| 30 | // On donne dx=D/lambda=Dx/lambda , dy=Dy/lambda
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[3789] | 31 | Four2DResponse(int typ, double dx, double dy, double lambda=1.);
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[3756] | 32 |
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| 33 | Four2DResponse(Four2DResponse const& a)
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[3789] | 34 | { typ_ = a.typ_; dx_=a.dx_; dy_=a.dy_; lambdaref_=a.lambdaref_;
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| 35 | lambda_=a.lambda_; lambda_ratio_=a.lambda_ratio_; }
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[3756] | 36 | Four2DResponse& operator=(Four2DResponse const& a)
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[3789] | 37 | { typ_ = a.typ_; dx_=a.dx_; dy_=a.dy_; lambdaref_=a.lambdaref_;
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| 38 | lambda_=a.lambda_; lambda_ratio_=a.lambda_ratio_; return (*this); }
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[3756] | 39 |
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[3787] | 40 | inline void setLambdaRef(double lambda=1.)
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| 41 | { lambdaref_ = lambda; }
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| 42 | inline void setLambda(double lambda=1.)
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[3789] | 43 | { lambda_ = lambda; lambda_ratio_ = lambda_/lambdaref_; }
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[3947] | 44 |
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| 45 | inline double getLambdaRef() { return lambdaref_; }
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| 46 | inline double getLambda() { return lambda_; }
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[3787] | 47 |
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[3756] | 48 | // Return the 2D response for wave vector (kx,ky)
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| 49 | virtual double Value(double kx, double ky);
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| 50 | inline double operator()(double kx, double ky)
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| 51 | { return Value(kx, ky); }
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[3930] | 52 | virtual Histo2D GetResponse(int nx=255, int ny=255);
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[3947] | 53 | // Retourne le niveau moyen du bruit projete 1D en fonction (sqrt(u^2+v^2)
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| 54 | HProf GetProjNoiseLevel(int nbin=128, bool fgnorm1=true);
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| 55 | // Retourne la reponse moyenne projetee 1D en fonction (sqrt(u^2+v^2)
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| 56 | HProf GetProjResponse(int nbin=128, bool fgnorm1=true);
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| 57 |
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[3756] | 58 | inline double D() { return dx_; } ;
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| 59 | inline double Dx() { return dx_; } ;
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| 60 | inline double Dy() { return dy_; } ;
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| 61 |
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| 62 | int typ_;
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| 63 | double dx_, dy_;
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[3787] | 64 | double lambdaref_, lambda_;
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| 65 | double lambda_ratio_; // lambdaref_/lambda_;
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| 66 |
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[3756] | 67 | };
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| 68 |
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[3788] | 69 |
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[3756] | 70 | // -- Four2DRespTable : Reponse tabulee instrumentale ds le plan k_x,k_y (angles theta,phi)
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| 71 | class Four2DRespTable : public Four2DResponse {
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| 72 | public:
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[3792] | 73 | // Constructeur sans argument, utilise pour lire depuis un fichier
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| 74 | Four2DRespTable();
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[3756] | 75 | // On donne dx=D/lambda=Dx/lambda , dy=Dy/lambda
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[3792] | 76 | Four2DRespTable(Histo2D const & hrep, double d, double lambda=1.);
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[3796] | 77 | // Apres renormalisaton Value(kx,ky) <= max
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| 78 | double renormalize(double max=1.);
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[3756] | 79 | // Return the 2D response for wave vector (kx,ky)
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| 80 | virtual double Value(double kx, double ky);
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[3792] | 81 |
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| 82 | void writeToPPF(string flnm);
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| 83 | void readFromPPF(string flnm);
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| 84 |
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[3756] | 85 | Histo2D hrep_;
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| 86 | };
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| 87 |
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[3788] | 88 |
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| 89 | // -- Four2DRespRatio: Retourne le rapport de la reponse entre deux objets Four2DResponse
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| 90 | class Four2DRespRatio : public Four2DResponse {
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| 91 | public:
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[3986] | 92 | Four2DRespRatio(Four2DResponse& a, Four2DResponse& b, double maxratio=10.);
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[3788] | 93 | // Return the ratio a.Value(kx,ky) / b.Value(kx, ky) - with protection against divide by zero
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| 94 | virtual double Value(double kx, double ky);
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| 95 | Four2DResponse& a_;
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| 96 | Four2DResponse& b_;
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[3991] | 97 | double maxratio_, zerothr_;
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[3788] | 98 | };
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| 99 |
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[3756] | 100 | // Classe toute simple pour representer un element de reception de type dish
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| 101 | class Dish {
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| 102 | public:
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| 103 | // Circular dish
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| 104 | Dish(int id, double x, double y, double diam)
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[3947] | 105 | : id_(id), X(x), Y(y), D(diam), Dx(D), Dy(D), fgcirc_(true), gain_(1.) { }
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[3756] | 106 | // Receiver with rectangular type answer in kx,ky plane
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| 107 | Dish(int id, double x, double y, double dx, double dy)
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[3947] | 108 | : id_(id), X(x), Y(y), D(sqrt(dx*dy)), Dx(dx), Dy(dy), fgcirc_(false), gain_(1.) { }
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[3756] | 109 | Dish(Dish const& a)
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[3947] | 110 | : id_(a.id_), X(a.X), Y(a.Y), D(a.D), Dx(a.Dx), Dy(a.Dy), fgcirc_(a.fgcirc_), gain_(a.gain_) { }
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| 111 | inline void setGain(double gain) { gain_=gain; return; }
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[3756] | 112 | inline bool isCircular() { return fgcirc_; }
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| 113 | inline int ReflectorId() { return id_; }
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[3769] | 114 | inline double Diameter() { return D; }
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| 115 | inline double DiameterX() { return Dx; }
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[3930] | 116 | inline double DiameterY() { return Dy; }
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[3947] | 117 | inline double Gain() { return gain_; }
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[3756] | 118 |
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| 119 | int id_; // numero de reflecteur
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[3988] | 120 | double X,Y,D;
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[3756] | 121 | double Dx, Dy;
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| 122 | bool fgcirc_; // false -> rectangular dish
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[3947] | 123 | double gain_;
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[3756] | 124 | };
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| 125 |
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| 126 |
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| 127 | // -------------------------------------------------------------------
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| 128 | // -- Pour calculer la reponse ds le plan kx,ky d'un system MultiDish
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| 129 | class MultiDish {
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| 130 | public:
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| 131 | MultiDish(double lambda, double dmax, vector<Dish>& dishes, bool fgnoauto=false);
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| 132 |
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[3932] | 133 | // Pour phi, les angles phi, -phi, phi+pi, -(phi+pi) sont prises en compte
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[3756] | 134 | inline void SetThetaPhiRange(double thetamax=0., int ntet=1, double phimax=0., int nphi=1)
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| 135 | { thetamax_=thetamax; ntet_=ntet; phimax_=phimax; nphi_=nphi; }
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| 136 |
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[3932] | 137 | inline int SetPrtLevel(int lev=0, int prtmod=10)
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| 138 | { int olev=prtlev_; prtlev_=lev; prtmodulo_=prtmod; return olev; }
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| 139 |
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[3756] | 140 | inline void SetRespHisNBins(int nx=128, int ny=128)
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| 141 | { nx_=nx; ny_=ny; }
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[3933] | 142 | inline void SetBeamNSamples(int nx=128, int ny=128)
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| 143 | { beamnx_=nx; beamny_=ny; }
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| 144 |
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[3947] | 145 | // Calcul la reponse ds le plan 2D (u,v) = (kx,ky)
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| 146 | void ComputeResponse();
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| 147 | // Retourne la reponse 2D ds le plan (u,v) = (kx,ky) sous forme d'histo 2D
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[3756] | 148 | Histo2D GetResponse();
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| 149 |
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[3947] | 150 | // Retourne le niveau moyen du bruit projete 1D en fonction (sqrt(u^2+v^2)
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| 151 | HProf GetProjNoiseLevel(int nbin=128, bool fgnorm1=true);
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| 152 | // Retourne la reponse moyenne projetee 1D en fonction (sqrt(u^2+v^2)
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| 153 | HProf GetProjResponse(int nbin=128, bool fgnorm1=true);
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| 154 |
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[3756] | 155 | double CumulResp(Four2DResponse& rd, double theta=0., double phi=0.);
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| 156 | inline size_t NbDishes() { return dishes_.size(); }
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[3769] | 157 | inline Dish& operator[](size_t k) { return dishes_[k]; }
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[3756] | 158 |
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[3769] | 159 | virtual Histo2D PosDist(int nx=30, int ny=30, double dmax=0.);
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| 160 |
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| 161 | protected:
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[3756] | 162 | double AddToHisto(double kx0, double ky0, double x, double y, double w, bool fgfh);
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| 163 |
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[3947] | 164 | double lambda_, dmax_, kmax_;
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[3756] | 165 | vector<Dish> dishes_;
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| 166 | bool fgnoauto_;
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| 167 | double thetamax_, phimax_;
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| 168 | int ntet_,nphi_;
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[3933] | 169 | int nx_, ny_; // nb de bins de l'histo de reponse
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| 170 | int beamnx_, beamny_; // nb de points d'echantillonnage du beam
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| 171 |
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[3756] | 172 | // Histo2D h2w_, h2cnt_;
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| 173 | QHis2D h2w_;
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[3947] | 174 | bool fgcomputedone_;
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[3756] | 175 | int mcnt_;
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[3932] | 176 | int prtlev_,prtmodulo_;
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[3756] | 177 | };
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| 178 |
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| 179 |
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| 180 | #endif
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