[3756] | 1 | // Class examples to generate mass distribution
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| 2 | // R.A. for A. Abate , Nov. 2008
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| 3 |
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| 4 | #ifndef SPECPK_SEEN
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| 5 | #define SPECPK_SEEN
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| 6 |
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| 7 | #include "machdefs.h"
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| 8 | #include "sopnamsp.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"
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| 15 | #include "array.h"
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| 16 | #include "histats.h"
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| 17 | #include "fftwserver.h"
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| 18 | #include "randinterf.h"
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| 19 |
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| 20 | #include "mdish.h"
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| 21 |
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| 22 | #define DeuxPI 2.*M_PI
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| 23 |
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| 24 | // -- SpectralShape class : test P(k) class
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| 25 | class SpectralShape : public GenericFunc {
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| 26 | public:
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| 27 | SpectralShape(int typ);
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| 28 | // Return the value of power spectrum for wave number wk
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| 29 | virtual double operator() (double wk);
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| 30 | inline double Value(double wk) { return((*this)(wk)); }
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| 31 | // Return a vector representing the power spectrum (for checking)
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[3825] | 32 | Histo GetPk(int n=256);
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| 33 | double Sommek2Pk(double kmax=1000., int n=5000);
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| 34 | inline void SetRenormFac(double f=1.) { renorm_fac=f; }
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[3756] | 35 | int typ_;
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[3825] | 36 | double renorm_fac;
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[3756] | 37 | };
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| 38 |
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| 39 |
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| 40 | #define TF r_4
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| 41 |
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| 42 | // -- Four3DPk class : 3D fourier amplitudes and power spectrum
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| 43 | class Four3DPk {
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| 44 | public:
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| 45 | // Constructor
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| 46 | Four3DPk(TArray< complex<TF> > & fourcoedd, RandomGeneratorInterface& rg);
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| 47 | Four3DPk(RandomGeneratorInterface& rg, sa_size_t szx=128, sa_size_t szy=256, sa_size_t szz=128);
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| 48 | inline void SetCellSize(double dkx=DeuxPI, double dky=DeuxPI, double dkz=DeuxPI)
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| 49 | { dkx_=dkx; dky_=dky; dkz_=dkz; }
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[3930] | 50 | inline int SetPrtLevel(int lev=0, int prtmod=10)
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| 51 | { int olev=prtlev_; prtlev_=lev; prtmodulo_=prtmod; return olev; }
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[3756] | 52 | void ComputeFourierAmp(SpectralShape& pk);
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[4026] | 53 | // angscale is a multiplicative factor converting transverse k (wave number) values to angular wave numbers
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| 54 | // typically = ComovRadialDistance
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| 55 | void ComputeNoiseFourierAmp(Four2DResponse& resp, double angscale=1., bool crmask=false);
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| 56 | void ComputeNoiseFourierAmp(Four2DResponse& resp, double f0, double df, double angscale=1.);
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| 57 |
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[3756] | 58 | // Return the array size
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| 59 | inline sa_size_t NCells() { return fourAmp.Size(); }
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| 60 | // Set the cell size/step in Fourier Space
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| 61 | // Return the fourier amplitude matrix
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| 62 | TArray< complex<TF> > GetFourierAmp()
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| 63 | { return fourAmp; }
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| 64 | // Return the mass density matrix
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| 65 | TArray<TF> ComputeMassDens();
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| 66 |
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| 67 | // Return the reconstructed power spectrum as a profile histogram
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[3769] | 68 | HProf ComputePk(double s2cut=0., int nbin=256, double kmin=0., double kmax=-1.);
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[3756] | 69 | void ComputePkCumul(HProf& hp, double s2cut=0.);
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| 70 |
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[4026] | 71 | // angscale is a multiplicative factor converting transverse k (wave number) values to angular wave numbers
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| 72 | // typically = ComovRadialDistance
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| 73 | HProf ComputeNoisePk(Four2DResponse& resp, Histo& fracmodok, DataTable& dt, double angscale=1.,
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[3947] | 74 | double s2cut=0., int nbin=256, double kmin=0., double kmax=-1.);
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| 75 |
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[3756] | 76 | protected:
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| 77 | // member attribute
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| 78 | RandomGeneratorInterface& rg_;
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| 79 | TArray< complex<TF> > fourAmp; // complex array of fourier coefficients
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| 80 | double dkx_, dky_, dkz_;
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| 81 | int prtlev_;
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[3930] | 82 | int prtmodulo_;
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[3756] | 83 | };
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| 84 |
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[3930] | 85 | // --- PkNoiseCalculator :
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| 86 | // - Classe de calcul du spectre de bruit PNoise(k) determine par une reponse
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| 87 | // 2D de l'instrument
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| 88 | class PkNoiseCalculator
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| 89 | {
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| 90 | public:
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| 91 | PkNoiseCalculator(Four3DPk& pk3, Four2DResponse& rep, double s2cut=100., int ngen=1, const char* tit="PkNoise");
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| 92 |
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[4026] | 93 | inline void SetFreqRange(double freq0=835.,double dfreq=0.5)
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| 94 | { freq0_=freq0; dfreq_=dfreq; }
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| 95 | inline void SetAngScaleConversion(double angscale=1.)
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| 96 | { angscale_=angscale; }
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[3930] | 97 | inline void SetS2Cut(double s2cut=100.)
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| 98 | { S2CUT=s2cut; }
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| 99 | inline double GetS2Cut() { return S2CUT; }
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| 100 | HProf Compute();
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| 101 | inline int SetPrtLevel(int lev=0, int prtmod=10)
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| 102 | { int olev=prtlev_; prtlev_=lev; prtmodulo_=prtmod; return olev; }
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[3756] | 103 |
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[3930] | 104 | protected:
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| 105 | Four3DPk& pkn3d;
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| 106 | Four2DResponse& frep;
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[4026] | 107 | double freq0_,dfreq_;
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| 108 | double angscale_;
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[3930] | 109 | double S2CUT;
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| 110 | int NGEN;
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| 111 | string title;
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| 112 | int prtlev_;
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| 113 | int prtmodulo_;
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| 114 | };
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| 115 |
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| 116 |
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| 117 |
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[3756] | 118 | // -- MassDist2D class : 2D mass distribution
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| 119 | class MassDist2D {
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| 120 | public:
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| 121 | // Constructor
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| 122 | MassDist2D(GenericFunc& pk, int size=1024, double meandens=1.);
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| 123 | // Do the computation
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| 124 | void Compute();
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| 125 | // Return the array size
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| 126 | inline sa_size_t ArrSize() { return sizeA; }
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| 127 | // Return the fourier amplitude matrix
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| 128 | TMatrix< complex<r_8> > GetFourierAmp()
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| 129 | { if (!fg_fourAmp) ComputeFourierAmp(); return fourAmp; }
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| 130 | // Return the mass density matrix
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| 131 | Matrix GetMassDens()
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| 132 | { if (!fg_massDens) ComputeMassDens(); return massDens; }
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| 133 |
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| 134 | // Return the reconstructed power spectrum as a profile histogram
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| 135 | HProf ReconstructPk(int nbin=0);
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| 136 | protected:
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| 137 | void ComputeFourierAmp();
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| 138 | void ComputeMassDens();
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| 139 |
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| 140 | // member attribute
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| 141 | GenericFunc& pkSpec; // The spectralShape
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| 142 | sa_size_t sizeA; // 2D array size
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| 143 | double meanRho; // Mean Density
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| 144 | bool fg_fourAmp; // true -> fourAmp computed
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| 145 | TMatrix< complex<r_8> > fourAmp; // complex array of fourier coefficients
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| 146 | bool fg_massDens; // true -> MassDens computed
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| 147 | TMatrix< r_8 > massDens; // real array of d rho/rho
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| 148 | };
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| 149 |
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| 150 |
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| 151 | #endif
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