NDParamPLUT.c

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/*
 *  Copyright (C) 2005 Badri Krishnan, Alicia Sintes
 *
 *  This program is free software; you can redistribute it and/or modify
 *  it under the terms of the GNU General Public License as published by
 *  the Free Software Foundation; either version 2 of the License, or
 *  (at your option) any later version.
 *
 *  This program is distributed in the hope that it will be useful,
 *  but WITHOUT ANY WARRANTY; without even the implied warranty of
 *  MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the
 *  GNU General Public License for more details.
 *
 *  You should have received a copy of the GNU General Public License
 *  along with with program; see the file COPYING. If not, write to the
 *  Free Software Foundation, Inc., 51 Franklin Street, Fifth Floor, Boston,
 *  MA  02110-1301  USA
 */
 
/*-----------------------------------------------------------------------
 *
 * File Name: NDParamPLUT.c
 *
 * Authors: Sintes, A.M., Krishnan, B.,
 *
 *
 * History:   Created by Sintes May 15, 2001
 *            Modified by Badri Krishnan Feb 2003
 *
 *-----------------------------------------------------------------------
 *
 * NAME
 * NDParamPLUT.c
 *
 * SYNOPSIS
 *
 * DESCRIPTION
 *
 * DIAGNOSTICS
 *
 *-----------------------------------------------------------------------
 */
 
/**
 * \author Sintes, A. M. and Krishnan, B.
 * \file
 * \ingroup LUT_h
 * \brief Function that calculates the parameters needed for generating the look-up-table.
 *
 * ### Description ###
 *
 * This routine calculates the parameters needed for generating the look-up-table.
 * It is valid for all cases in which the Hough transform
 * master equation is of the form:
 * \f$ f(t) \f$ -\c f0 = \f$ \vec\xi \cdot \hat n \f$ , or
 * equivalently,
 * \f$ \cos(\phi) \f$ = ( \f$ f(t)- \f$ \c f0)/ \f$ \vert\vec\xi\vert \f$ .
 * \f$ \vec\xi \f$ , hereafter \c xi, is calculated according to the demodulation procedure used in a
 * first stage.\\
 *
 * ### Uses ###
 *
 * \code
 * LALRotatePolarU()
 * \endcode
 *
 */
 
 
#include <lal/LUT.h>
 
void LALNDHOUGHParamPLUT( LALStatus  *status,
                          HOUGHParamPLUT  *out,  /* parameters needed build LUT*/
                          HOUGHSizePar    *size,
                          HOUGHDemodPar   *par ) /* demodulation parameters */
{
 
  /* --------------------------------------------- */
 
  REAL8   f0;  /* frequency corresponding to f0Bin */
  INT8    f0Bin;
  REAL8   deltaF;  /*  df=1/TCOH  */
  REAL8   delta;
  REAL8   vFactor;
  REAL8   xiX, xiY, xiZ;
  REAL8   modXi, invModXi;
  REAL8UnitPolarCoor   xiInit;
  UINT4   spinOrder, i;
  REAL8   *spinF;
  REAL8   timeDiff;    /*  T(t)-T(t0) */
  REAL8   timeDiffProd;
  REAL8   freqOffset;
  INT4    offset;
  /* --------------------------------------------- */
 
  INITSTATUS( status );
  ATTATCHSTATUSPTR( status );
 
  /*   Make sure the arguments are not NULL: */
  ASSERT( out, status, LUTH_ENULL, LUTH_MSGENULL );
  ASSERT( par, status, LUTH_ENULL, LUTH_MSGENULL );
  ASSERT( size, status, LUTH_ENULL, LUTH_MSGENULL );
 
  /*   Make sure f0Bin  is not zero: */
  f0Bin = size->f0Bin;
  ASSERT( f0Bin, status, LUTH_EFREQ, LUTH_MSGEFREQ );
 
  out->f0Bin = f0Bin;
  deltaF = out->deltaF = size->deltaF;
 
  f0 = f0Bin * deltaF;
 
  out->epsilon = size->epsilon;
  out->nFreqValid = size->nFreqValid;
  /* -------------------------------------------   */
 
 
  /* -------------------------------------------   */
  /* *********** xi calculation *****************  */
 
  vFactor = f0;
 
  spinOrder = par->spin.length;
 
  if ( spinOrder ) {
    ASSERT( par->spin.data, status, LUTH_ENULL, LUTH_MSGENULL );
    timeDiff = par->timeDiff;
    timeDiffProd = 1.0;
    spinF = par->spin.data;
 
    for ( i = 0; i < spinOrder; ++i ) {
      timeDiffProd *= timeDiff;
      vFactor += spinF[i] * timeDiffProd;
    }
  }
 
  xiX = vFactor * ( par->veloC.x );
  xiY = vFactor * ( par->veloC.y );
  xiZ = vFactor * ( par->veloC.z );
 
  /* -------------------------------------------   */
  /* ***** convert xi into Polar coordinates ***** */
 
  modXi = sqrt( xiX * xiX + xiY * xiY + xiZ * xiZ );
  /* for testing we used:  modXi = F0* 1.06e-4; */
  invModXi = 1. / modXi;
 
  xiInit.delta = asin( xiZ * invModXi );
  /* the arc sine is in the interval [-pi/2,pi/2] */
 
  if ( xiX || xiY ) {
    xiInit.alpha = atan2( xiY, xiX );
  } else {
    xiInit.alpha = 0.0;
  }
 
  /*   if( (xiX == 0.0 ) && (xiY == 0.0 ) ){ */
  /*     xiInit.alpha = 0.0; */
  /*   }else{  xiInit.alpha = atan2(xiY, xiX);  } */
 
  /* -------------------------------------------   */
  /* **** Rotate Patch, so that its center becomes */
  /* **** the south pole {x,y,z} = {0,0,-1}  ***** */
  /*  Calculate xi in the new coordinate system.   */
 
  TRY( LALRotatePolarU( status->statusPtr,
                        &( *out ).xi, &xiInit, &( *par ).skyPatch ), status );
 
  /* -------------------------------------------   */
  delta = out->xi.delta;
  out->cosDelta = deltaF * invModXi;
 
 
  freqOffset = -modXi * sin( delta );
  offset = out->offset = floor( 0.5 + freqOffset / deltaF );
  out->cosPhiMax0 = invModXi * ( offset + 0.5 ) * deltaF;
  out->cosPhiMin0 = invModXi * ( offset - 0.5 ) * deltaF;
 
 
  /* -------------------------------------------   */
 
  DETATCHSTATUSPTR( status );
 
  /* normal exit */
  RETURN( status );
}