casa
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00001 //# PBMath1DIPoly.h: Definitions of 1-D Inverse Polynomial PBMath objects 00002 //# Copyright (C) 1996,1997,1998,2003 00003 //# Associated Universities, Inc. Washington DC, USA. 00004 //# 00005 //# This library is free software; you can redistribute it and/or modify it 00006 //# under the terms of the GNU Library General Public License as published by 00007 //# the Free Software Foundation; either version 2 of the License, or (at your 00008 //# option) any later version. 00009 //# 00010 //# This library is distributed in the hope that it will be useful, but WITHOUT 00011 //# ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or 00012 //# FITNESS FOR A PARTICULAR PURPOSE. See the GNU Library General Public 00013 //# License for more details. 00014 //# 00015 //# You should have received a copy of the GNU Library General Public License 00016 //# along with this library; if not, write to the Free Software Foundation, 00017 //# Inc., 675 Massachusetts Ave, Cambridge, MA 02139, USA. 00018 //# 00019 //# Correspondence concerning AIPS++ should be adressed as follows: 00020 //# Internet email: aips2-request@nrao.edu. 00021 //# Postal address: AIPS++ Project Office 00022 //# National Radio Astronomy Observatory 00023 //# 520 Edgemont Road 00024 //# Charlottesville, VA 22903-2475 USA 00025 //# 00026 //# 00027 //# $Id$ 00028 00029 #ifndef SYNTHESIS_PBMATH1DIPOLY_H 00030 #define SYNTHESIS_PBMATH1DIPOLY_H 00031 00032 #include <casa/aips.h> 00033 #include <synthesis/TransformMachines/PBMath1D.h> 00034 #include <measures/Measures.h> 00035 00036 namespace casa { //# NAMESPACE CASA - BEGIN 00037 00038 //#forward 00039 00040 // <summary> 00041 // PBMath1DIPoly is a 1-D Inverse Polynomial Expansion for a Primary Beam 00042 // </summary> 00043 00044 // <use visibility=export> 00045 00046 // <reviewed reviewer="" date="" tests="" demos=""> 00047 00048 // <prerequisite> 00049 // <li> <linkto class="PBMathInterface">PBMathInterface</linkto> class 00050 // <li> <linkto class="PBMath1D">PBMath1D</linkto> class 00051 // </prerequisite> 00052 // 00053 // <etymology> 00054 // PBMath1DIPoly: derived from PBMath1D, implements an Inverse Polynomial PB and VP 00055 // </etymology> 00056 // 00057 // <synopsis> 00058 // See PBMath1D for a general synopsis of the 1D PB types. 00059 // 00060 // VP(x) = sum_i coeff_i * x ^{2i}, 00061 // out to maximumRadius (referenced to the reference frequency) 00062 // 00063 // x is in arcminutes, referenced to the reference frequency 00064 // 00065 // This move may make me a bit unpopular: since the PBMath1D constructors 00066 // construct a Voltage Pattern, the coeficienct for a polynomial type must 00067 // be in terms of the VP, not the PB. Hence, go back to the original PB 00068 // data, take the square root, and fit the same type polynomial to the 00069 // VP data. 00070 // 00071 // Inverse polynomial VP model: fit polynomial to 1/(VP_data). 00072 // Optionally, you can fit to 1/(VP_data) - 1, ignoring the constant 00073 // polynomial term so that the PB is constrained to be 1.0 at the beam 00074 // center. 00075 // </synopsis> 00076 // 00077 // 00078 // <example> 00079 // <srcblock> 00080 // coef(0) = 1.0; / VLA model 00081 // coef(1) = 7.22110e-04; 00082 // coef(2) = 1.21421e-07; 00083 // coef(3) = 9.68612e-11; 00084 // coef(4) = 1.86268e-13; 00085 // PBMath1DIPoly ipolyPB( coef, Quantity(43.0,"'"), Quantity(1.0,"GHz")); 00086 // 00087 // </srcblock> 00088 // </example> 00089 // 00090 // <motivation> 00091 // All of the 1-D PB types have everything in common except for the 00092 // details of their parameterization. This lightweight class 00093 // deals with those differences: construction, filling the PBArray 00094 // from construction parameters, and flushing to disk. 00095 // The inverse polynomial PB type is used for VLA and ATNF models. 00096 // </motivation> 00097 // 00098 // <todo asof="98/10/21"> 00099 // <li> constructor from a MS beam subtable 00100 // <li> flush to MS beam subtable 00101 // </todo> 00102 00103 00104 class PBMath1DIPoly : public PBMath1D { 00105 public: 00106 00107 PBMath1DIPoly() {}; 00108 00109 // Instantiation from arguments; default = no squint 00110 // squint is the offset from pointing center if the Stokes R beam 00111 // useSymmetricBeam forces a fit to the squinted beam 00112 PBMath1DIPoly(const Vector<Double>& coeff, Quantity maxRad, 00113 Quantity refFreq, 00114 Bool isThisVP=False, 00115 BeamSquint squint=BeamSquint(MDirection(Quantity(0.0, "deg"), 00116 Quantity(0.0, "deg"), 00117 MDirection::Ref(MDirection::AZEL)), 00118 Quantity(1.0, "GHz")), 00119 Bool useSymmetricBeam=False); 00120 00121 // Instantiation from a row in the Beam subTable 00122 // PBMath1DIPoly(const Table& BeamSubTable, Int row, 00123 // Bool useSymmetricBeam=False); 00124 00125 // Copy constructor 00126 // PBMath1DIPoly(const PBMath1DIPoly& other); 00127 00128 // Assignment operator, by reference 00129 PBMath1DIPoly& operator=(const PBMath1DIPoly& other); 00130 00131 // Clone the object 00132 // CountedPtr<PBMathInterface> clone(); 00133 00134 00135 ~PBMath1DIPoly(); 00136 00137 // Get the type of PB this is 00138 PBMathInterface::PBClass whichPBClass() { return PBMathInterface::IPOLY; } 00139 00140 // Flush the construction parameters to disk 00141 // Bool flushToTable(Table& beamSubTable, Int iRow); 00142 00143 // Summarize the construction data for this primary beam 00144 void summary(Int nValues=0); 00145 00146 protected: 00147 00148 // Fill in vp_p array from construction parameters 00149 void fillPBArray(); 00150 00151 private: 00152 00153 Vector<Double> coeff_p; 00154 00155 }; 00156 00157 00158 } //# NAMESPACE CASA - END 00159 00160 #endif