DetResponse.c

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/*
*  Copyright (C) 2007 David Chin, Jolien Creighton, Kipp Cannon, Peter Shawhan
*  Copyright (C) 2012 Matthew Pitkin
*
*  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
*/
 
#include <math.h>
#include <gsl/gsl_sf_trig.h>
#include <lal/LALStdlib.h>
#include <lal/LALStdio.h>
#include <lal/LALError.h>
#include <lal/Units.h>
#include <lal/SeqFactories.h>
#include <lal/Date.h>
#include <lal/SkyCoordinates.h>
#include <lal/DetResponse.h>
#include <lal/TimeSeries.h>
#include <lal/XLALError.h>
 
/**
 * An implementation of the detector response formulae in Anderson et al
 * PRD 63 042003 (2001) \cite ABCF2001 .
 *
 * Computes F+ and Fx for a source at a specified sky position,
 * polarization angle, and sidereal time.  Also requires the detector's
 * response matrix which is defined by Eq. (B6) of [ABCF] using either
 * Table 1 of \cite ABCF2001 or Eqs. (B11)--(B17) to compute the arm
 * direction unit vectors.
 */
void XLALComputeDetAMResponse(
        double *fplus,          /**< Returned value of F+ */
        double *fcross,         /**< Returned value of Fx */
        const REAL4 D[3][3],    /**< Detector response 3x3 matrix */
        const double ra,        /**< Right ascention of source (radians) */
        const double dec,       /**< Declination of source (radians) */
        const double psi,       /**< Polarization angle of source (radians) */
        const double gmst       /**< Greenwich mean sidereal time (radians) */
)
{
        int i;
        double X[3];
        double Y[3];
 
        /* Greenwich hour angle of source (radians). */
        const double gha = gmst - ra;
 
        /* pre-compute trig functions */
        const double cosgha = cos(gha);
        const double singha = sin(gha);
        const double cosdec = cos(dec);
        const double sindec = sin(dec);
        const double cospsi = cos(psi);
        const double sinpsi = sin(psi);
 
        /* Eq. (B4) of [ABCF].  Note that dec = pi/2 - theta, and gha =
         * -phi where theta and phi are the standard spherical coordinates
         * used in that paper. */
        X[0] = -cospsi * singha - sinpsi * cosgha * sindec;
        X[1] = -cospsi * cosgha + sinpsi * singha * sindec;
        X[2] =  sinpsi * cosdec;
 
        /* Eq. (B5) of [ABCF].  Note that dec = pi/2 - theta, and gha =
         * -phi where theta and phi are the standard spherical coordinates
         * used in that paper. */
        Y[0] =  sinpsi * singha - cospsi * cosgha * sindec;
        Y[1] =  sinpsi * cosgha + cospsi * singha * sindec;
        Y[2] =  cospsi * cosdec;
 
        /* Now compute Eq. (B7) of [ABCF] for each polarization state, i.e.,
         * with s+=1 and sx=0 to get F+, with s+=0 and sx=1 to get Fx */
        *fplus = *fcross = 0.0;
        for(i = 0; i < 3; i++) {
                const double DX = D[i][0] * X[0] + D[i][1] * X[1] + D[i][2] * X[2];
                const double DY = D[i][0] * Y[0] + D[i][1] * Y[1] + D[i][2] * Y[2];
                *fplus  += X[i] * DX - Y[i] * DY;
                *fcross += X[i] * DY + Y[i] * DX;
        }
}
 
 
/**
 *
 * An implementation of the detector response for all six tensor, vector and
 * scalar polarisation modes of general metric theories of gravity. We follow
 * the convention of \cite Blaut2012 (this is also equivalent to the
 * Equations in \cite ABCF2001 and  \cite Nishizawa2009 in albeit with a
 * rotated set of coordinates), but with \cite Blaut2012's \f$\theta = \pi/2 -
 * dec\f$ and \f$\phi = ra-GMST\f$ rather than the gha = gmst - ra used here.
 *
 * The values computed are the tensor mode response, F+ and Fx ("cross"), the
 * scalar breathing and longitudinal modes, Fb and Fl, and the vector "x" and
 * "y" modes, Fx ("x") and Fy, for a source at a specified sky position,
 * polarization angle, and sidereal time.  Also requires the detector's
 * response matrix which is defined by Eq. (B6) of \cite ABCF2001 using either
 * Table 1 of \cite ABCF2001 or Eqs. (B11)--(B17) to compute the arm
 * direction unit vectors.
 */
void XLALComputeDetAMResponseExtraModes(
        double *fplus,          /**< Returned value of F+ */
        double *fcross,         /**< Returned value of Fx (cross) */
        double *fb,             /**< Returned value of Fb (breathing mode) */
        double *fl,             /**< Returned value of Fl (scalar longitudinal) */
        double *fx,             /**< Returned value of Fx ("x" vector mode) */
        double *fy,             /**< Returned value of Fy (y vector mode) */
        const REAL4 D[3][3],            /**< Detector response 3x3 matrix */
        const double ra,        /**< Right ascention of source (radians) */
        const double dec,       /**< Declination of source (radians) */
        const double psi,       /**< Polarization angle of source (radians) */
        const double gmst       /**< Greenwich mean sidereal time (radians) */
)
{
        int i;
        double X[3];
        double Y[3];
        double Z[3];
 
        /* Greenwich hour angle of source (radians). */
        const double gha = gmst - ra;
 
        /* pre-compute trig functions */
        const double cosgha = cos(gha);
        const double singha = sin(gha);
        const double cosdec = cos(dec);
        const double sindec = sin(dec);
        const double cospsi = cos(psi);
        const double sinpsi = sin(psi);
 
        /* Eq. (B4) of [ABCF].  Note that dec = pi/2 - theta, and gha =
         * -phi where theta and phi are the standard spherical coordinates
         * used in that paper. */
        X[0] = -cospsi * singha - sinpsi * cosgha * sindec;
        X[1] = -cospsi * cosgha + sinpsi * singha * sindec;
        X[2] = sinpsi * cosdec;
 
        /* Eq. (B5) of [ABCF].  Note that dec = pi/2 - theta, and gha =
         * -phi where theta and phi are the standard spherical coordinates
         * used in that paper. */
        Y[0] = sinpsi * singha - cospsi * cosgha * sindec;
        Y[1] = sinpsi * cosgha + cospsi * singha * sindec;
        Y[2] = cospsi * cosdec;
 
        /* Eqns from [Blaut2012] - but converted from Blaut's theta = pi/2 - dec
         * given cos(dec) = sin(theta) and cos(theta) = sin(dec), and Blaut's phi = ra
         * - gmst, so cos(phi) = cos(gha) and sin(phi) = -sin(gha). This is consistent
         * with the convention in XLALComputeDetAMResponse.
         */
        Z[0] = -cosdec * cosgha;
        Z[1] = cosdec * singha;
        Z[2] = -sindec;
 
        /* Now compute Eq. (B7) of [ABCF] for each polarization state, i.e.,
         * with s+=1 and sx=0 to get F+, with s+=0 and sx=1 to get Fx */
        *fplus = *fcross = *fb = *fl = *fx = *fy = 0.0;
        for(i = 0; i < 3; i++) {
                const double DX = D[i][0] * X[0] + D[i][1] * X[1] + D[i][2] * X[2];
                const double DY = D[i][0] * Y[0] + D[i][1] * Y[1] + D[i][2] * Y[2];
                const double DZ = D[i][0] * Z[0] + D[i][1] * Z[1] + D[i][2] * Z[2];
 
                *fplus += X[i] * DX - Y[i] * DY;
                *fcross += X[i] * DY + Y[i] * DX;
 
                /* scalar and vector modes from [Nishizawa2009]
     * also Eq. (13.96) in the textbook by Poisson & Will */
                *fb += X[i] * DX + Y[i] * DY;
                *fl += Z[i] * DZ;
                *fx += X[i] * DZ + Z[i] * DX;
                *fy += Y[i] * DZ + Z[i] * DY;
        }
}
 
 
/*
 *
 * beta = pi f L / c
 * mu = k . u
 *
 * @sa
 * John T. Whelan, "Higher-Frequency Corrections to Stochastic Formulae",
 * LIGO-T070172.
 * @sa
 * Louis J. Rubbo, Neil J. Cornish, and Olivier Poujade, "Forward modeling of
 * space-borne gravitational wave detectors", Phys. Rev. D 69, 082003 (2004);
 * arXiv:gr-qc/0311069.
 * @sa
 * Malik Rakhmanov, "Response of LIGO to Gravitational Waves at High
 * Frequencies and in the Vicinity of the FSR (37.5 kHz)", LIGO-T060237.
 */
COMPLEX16 XLALComputeDetArmTransferFunction(double beta, double mu)
{
        COMPLEX16 ans;
        double Pibeta = LAL_PI * beta;
        ans = cexp(I * Pibeta * (1.0 - mu)) * gsl_sf_sinc(beta * (1.0 + mu));
        ans += cexp(-I * Pibeta * (1.0 + mu)) * gsl_sf_sinc(beta * (1.0 - mu));
        ans *= 0.5;
        return ans;
}
 
 
static void getarm(double u[3], double alt, double azi, double lat, double lon)
{
        double cosalt = cos(alt);
        double sinalt = sin(alt);
        double cosazi = cos(azi);
        double sinazi = sin(azi);
        double coslat = cos(lat);
        double sinlat = sin(lat);
        double coslon = cos(lon);
        double sinlon = sin(lon);
        double uNorth = cosalt * cosazi;
        double uEast = cosalt * sinazi;
        double uUp = sinalt;
        double uRho = - sinlat * uNorth + coslat * uUp;
        u[0] = coslon * uRho - sinlon * uEast;
        u[1] = sinlon * uRho + coslon * uEast;
        u[2] = coslat * uNorth + sinlat * uUp;
        return;
}
 
 
void XLALComputeDetAMResponseParts(double *armlen, double *xcos, double *ycos, double *fxplus, double *fyplus, double *fxcross, double *fycross, const LALDetector *detector, double ra, double dec, double psi, double gmst)
{
        double X[3];    /* wave frame x axis */
        double Y[3];    /* wave frame y axis */
        double Z[3];    /* wave frame z axis (propagation direction) */
        double U[3];    /* x arm unit vector */
        double V[3];    /* y arm unit vector */
        double DU[3][3];        /* single arm response tensor for x arm */
        double DV[3][3];        /* single arm response tensor for y arm */
        double gha = gmst - ra; /* greenwich hour angle */
        double cosgha = cos(gha);
        double singha = sin(gha);
        double cosdec = cos(dec);
        double sindec = sin(dec);
        double cospsi = cos(psi);
        double sinpsi = sin(psi);
        int i, j;
 
        /* compute unit vectors specifying the wave frame x, y, and z axes */
 
        X[0] = -cospsi * singha - sinpsi * cosgha * sindec;
        X[1] = -cospsi * cosgha + sinpsi * singha * sindec;
        X[2] =  sinpsi * cosdec;
        Y[0] =  sinpsi * singha - cospsi * cosgha * sindec;
        Y[1] =  sinpsi * cosgha + cospsi * singha * sindec;
        Y[2] =  cospsi * cosdec;
        Z[0] = -cosgha * cosdec;
        Z[1] =  singha * cosdec;
        Z[2] = -sindec;
 
        switch (detector->type) {
 
        case LALDETECTORTYPE_IFOCOMM:
        case LALDETECTORTYPE_IFODIFF:
 
                /* FIXME: should compute the effect of non-equal arm lengths;
                 * but, for now, just use the mean arm length */
 
                *armlen = detector->frDetector.xArmMidpoint
                        + detector->frDetector.yArmMidpoint;
 
                /* get the unit vectors along the arms */
 
                getarm(U, detector->frDetector.xArmAltitudeRadians,
                        detector->frDetector.xArmAzimuthRadians,
                        detector->frDetector.vertexLatitudeRadians,
                        detector->frDetector.vertexLongitudeRadians);
 
                getarm(V, detector->frDetector.yArmAltitudeRadians,
                        detector->frDetector.yArmAzimuthRadians,
                        detector->frDetector.vertexLatitudeRadians,
                        detector->frDetector.vertexLongitudeRadians);
 
                /* compute direction cosines for the signal direction relative
                 * to the x-arm and the y-arm */
 
                *xcos = *ycos = 0.0;
                for (i = 0; i < 3; ++i) {
                        *xcos += U[i] * Z[i];
                        *ycos += V[i] * Z[i];
                }
 
                /* compute the single arm response tensors for the x-arm and
                 * y-arm */
 
                for (i = 0; i < 3; ++i) {
                        DU[i][i] = 0.5 * U[i] * U[i];
                        DV[i][i] = 0.5 * V[i] * V[i];
                        for (j = i + 1; j < 3; ++j) {
                                DU[i][j] = DU[j][i] = 0.5 * U[i] * U[j];
                                DV[i][j] = DV[j][i] = 0.5 * V[i] * V[j];
                        }
                }
 
                /* compute the beam pattern partial responses for the x-arm and
                 * y-arm */
 
                *fxplus = *fxcross = 0.0;
                *fyplus = *fycross = 0.0;
                for (i = 0; i < 3; ++i) {
                        double DUX = DU[i][0]*X[0]+DU[i][1]*X[1]+DU[i][2]*X[2];
                        double DUY = DU[i][0]*Y[0]+DU[i][1]*Y[1]+DU[i][2]*Y[2];
                        double DVX = DV[i][0]*X[0]+DV[i][1]*X[1]+DV[i][2]*X[2];
                        double DVY = DV[i][0]*Y[0]+DV[i][1]*Y[1]+DV[i][2]*Y[2];
                        *fxplus  += X[i] * DUX - Y[i] * DUY;
                        *fxcross += X[i] * DUY + Y[i] * DUX;
                        *fyplus  += X[i] * DVX - Y[i] * DVY;
                        *fycross += X[i] * DVY + Y[i] * DVX;
                }
 
                /* differential interferometer: arm y is subtracted from
                 * arm x */
                if (detector->type == LALDETECTORTYPE_IFODIFF) {
                        *fyplus *= -1;
                        *fycross *= -1;
                }
 
                break;
 
        case LALDETECTORTYPE_IFOXARM:
 
                /* no y-arm */
 
                *armlen = 2.0 * detector->frDetector.xArmMidpoint;
 
                getarm(U, detector->frDetector.xArmAltitudeRadians,
                        detector->frDetector.xArmAzimuthRadians,
                        detector->frDetector.vertexLatitudeRadians,
                        detector->frDetector.vertexLongitudeRadians);
 
                *xcos = *ycos = 0.0;
                for (i = 0; i < 3; ++i)
                        *xcos += U[i] * Z[i];
 
                *fyplus = *fycross = 0.0;
                XLALComputeDetAMResponse(fxplus, fxcross,
                        (const REAL4(*)[3])detector->response, ra, dec, psi,
                        gmst);
 
                break;
 
        case LALDETECTORTYPE_IFOYARM:
 
                /* no x-arm */
 
                *armlen = 2.0 * detector->frDetector.yArmMidpoint;
 
                getarm(V, detector->frDetector.yArmAltitudeRadians,
                        detector->frDetector.yArmAzimuthRadians,
                        detector->frDetector.vertexLatitudeRadians,
                        detector->frDetector.vertexLongitudeRadians);
 
                *xcos = *ycos = 0.0;
                for (i = 0; i < 3; ++i)
                        *ycos += V[i] * Z[i];
 
                *fxplus = *fxcross = 0.0;
                XLALComputeDetAMResponse(fyplus, fycross,
                        (const REAL4(*)[3])detector->response, ra, dec, psi,
                        gmst);
 
                break;
 
        default:
 
                /* FIXME: could handle this situation properly; fur now, just
                 * ignore non long-wavelength-limit effects by setting armlen
                 * to zero; also, pretend that all of the response is
                 * associated with the x-arm */
 
                *armlen = *xcos = *ycos = 0.0;
                *fyplus = *fycross = 0.0;
                XLALComputeDetAMResponse(fxplus, fxcross,
                        (const REAL4(*)[3])detector->response, ra, dec, psi,
                        gmst);
 
                break;
 
        }
 
        return;
}
 
 
/**
 * \deprecated Use XLALComputeDetAMResponse() instead.
 */
void LALComputeDetAMResponse(LALStatus * status, LALDetAMResponse * pResponse, const LALDetAndSource * pDetAndSrc, const LIGOTimeGPS * gps)
{
        double fplus, fcross;
 
        INITSTATUS(status);
        ATTATCHSTATUSPTR(status);
 
        ASSERT(pResponse != (LALDetAMResponse *) NULL, status, DETRESPONSEH_ENULLOUTPUT, DETRESPONSEH_MSGENULLOUTPUT);
 
        ASSERT(pDetAndSrc != NULL, status, DETRESPONSEH_ENULLINPUT, DETRESPONSEH_MSGENULLINPUT);
 
        ASSERT(gps != (LIGOTimeGPS *) NULL, status, DETRESPONSEH_ENULLINPUT, DETRESPONSEH_MSGENULLINPUT);
 
        /* source coordinates must be in equatorial system */
        ASSERT(pDetAndSrc->pSource->equatorialCoords.system == COORDINATESYSTEM_EQUATORIAL, status, DETRESPONSEH_ESRCNOTEQUATORIAL, DETRESPONSEH_MSGESRCNOTEQUATORIAL);
 
        XLALComputeDetAMResponse(&fplus, &fcross, pDetAndSrc->pDetector->response, pDetAndSrc->pSource->equatorialCoords.longitude, pDetAndSrc->pSource->equatorialCoords.latitude, pDetAndSrc->pSource->orientation, XLALGreenwichMeanSiderealTime(gps));
 
        pResponse->plus = fplus;
        pResponse->cross = fcross;
        pResponse->scalar = 0.0;        /* not implemented */
 
        DETATCHSTATUSPTR(status);
        RETURN(status);
}
 
 
/**
 * Computes REAL4TimeSeries containing time series of response amplitudes.
 * \see XLALComputeDetAMResponse() for more details.
 */
int XLALComputeDetAMResponseSeries(REAL4TimeSeries ** fplus, REAL4TimeSeries ** fcross, const REAL4 D[3][3], const double ra, const double dec, const double psi, const LIGOTimeGPS * start, const double deltaT, const int n)
{
        LIGOTimeGPS t;
        double gmst;
        int i;
        double p, c;
 
        *fplus = XLALCreateREAL4TimeSeries("plus", start, 0.0, deltaT, &lalDimensionlessUnit, n);
        *fcross = XLALCreateREAL4TimeSeries("cross", start, 0.0, deltaT, &lalDimensionlessUnit, n);
        if(!*fplus || !*fcross) {
                XLALDestroyREAL4TimeSeries(*fplus);
                XLALDestroyREAL4TimeSeries(*fcross);
                *fplus = *fcross = NULL;
                XLAL_ERROR(XLAL_EFUNC);
        }
 
        for(i = 0; i < n; i++) {
                t = *start;
                gmst = XLALGreenwichMeanSiderealTime(XLALGPSAdd(&t, i * deltaT));
                if(XLAL_IS_REAL8_FAIL_NAN(gmst)) {
                        XLALDestroyREAL4TimeSeries(*fplus);
                        XLALDestroyREAL4TimeSeries(*fcross);
                        *fplus = *fcross = NULL;
                        XLAL_ERROR(XLAL_EFUNC);
                }
                XLALComputeDetAMResponse(&p, &c, D, ra, dec, psi, gmst);
                (*fplus)->data->data[i] = p;
                (*fcross)->data->data[i] = c;
        }
 
        return 0;
}
 
/**
 * Computes REAL4TimeSeries containing time series of the full general
 * metric theory of gravity response amplitudes.
 * \see XLALComputeDetAMResponseExtraModes() for more details.
 */
int XLALComputeDetAMResponseExtraModesSeries(REAL4TimeSeries ** fplus, REAL4TimeSeries ** fcross, REAL4TimeSeries ** fb, REAL4TimeSeries ** fl, REAL4TimeSeries ** fx, REAL4TimeSeries ** fy, const REAL4 D[3][3], const double ra, const double dec, const double psi, const LIGOTimeGPS * start, const double deltaT, const int n)
{
        LIGOTimeGPS t;
        double gmst;
        int i;
        double p, c, b, l, x, y;
 
        *fplus = XLALCreateREAL4TimeSeries("plus", start, 0.0, deltaT, &lalDimensionlessUnit, n);
        *fcross = XLALCreateREAL4TimeSeries("cross", start, 0.0, deltaT, &lalDimensionlessUnit, n);
        *fb = XLALCreateREAL4TimeSeries("b", start, 0.0, deltaT, &lalDimensionlessUnit, n);
        *fl = XLALCreateREAL4TimeSeries("l", start, 0.0, deltaT, &lalDimensionlessUnit, n);
        *fx = XLALCreateREAL4TimeSeries("x", start, 0.0, deltaT, &lalDimensionlessUnit, n);
        *fy = XLALCreateREAL4TimeSeries("y", start, 0.0, deltaT, &lalDimensionlessUnit, n);
 
        if(!*fplus || !*fcross || !*fb || !*fl || !*fx || !*fy) {
                XLALDestroyREAL4TimeSeries(*fplus);
                XLALDestroyREAL4TimeSeries(*fcross);
                XLALDestroyREAL4TimeSeries(*fb);
                XLALDestroyREAL4TimeSeries(*fl);
                XLALDestroyREAL4TimeSeries(*fx);
                XLALDestroyREAL4TimeSeries(*fy);
 
                *fplus = *fcross = *fb = *fl = *fx = *fy = NULL;
                XLAL_ERROR(XLAL_EFUNC);
        }
 
        for(i = 0; i < n; i++) {
                t = *start;
                gmst = XLALGreenwichMeanSiderealTime(XLALGPSAdd(&t, i * deltaT));
                if(XLAL_IS_REAL8_FAIL_NAN(gmst)) {
                        XLALDestroyREAL4TimeSeries(*fplus);
                        XLALDestroyREAL4TimeSeries(*fcross);
                        XLALDestroyREAL4TimeSeries(*fb);
                        XLALDestroyREAL4TimeSeries(*fl);
                        XLALDestroyREAL4TimeSeries(*fx);
                        XLALDestroyREAL4TimeSeries(*fy);
 
                        *fplus = *fcross = *fb = *fl = *fx = *fy = NULL;
                        XLAL_ERROR(XLAL_EFUNC);
                }
                XLALComputeDetAMResponseExtraModes(&p, &c, &b, &l, &x, &y, D, ra, dec, psi, gmst);
                (*fplus)->data->data[i] = p;
                (*fcross)->data->data[i] = c;
                (*fb)->data->data[i] = b;
                (*fl)->data->data[i] = l;
                (*fx)->data->data[i] = x;
                (*fy)->data->data[i] = y;
        }
 
        return 0;
}
 
/**
 * Computes REAL4TimeSeries containing time series of response amplitudes.
 * \deprecated Use XLALComputeDetAMResponseSeries() instead.
 */
void LALComputeDetAMResponseSeries(LALStatus * status, LALDetAMResponseSeries * pResponseSeries, const LALDetAndSource * pDetAndSource, const LALTimeIntervalAndNSample * pTimeInfo)
{
        /* Want to loop over the time and call LALComputeDetAMResponse() */
        LALDetAMResponse instResponse;
        unsigned i;
 
        INITSTATUS(status);
        ATTATCHSTATUSPTR(status);
 
        /*
         * Error-checking assertions
         */
        ASSERT(pResponseSeries != (LALDetAMResponseSeries *) NULL, status, DETRESPONSEH_ENULLOUTPUT, DETRESPONSEH_MSGENULLOUTPUT);
 
        ASSERT(pDetAndSource != (LALDetAndSource *) NULL, status, DETRESPONSEH_ENULLINPUT, DETRESPONSEH_MSGENULLINPUT);
 
        ASSERT(pTimeInfo != (LALTimeIntervalAndNSample *) NULL, status, DETRESPONSEH_ENULLINPUT, DETRESPONSEH_MSGENULLINPUT);
 
        /*
         * Set names
         */
        pResponseSeries->pPlus->name[0] = '\0';
        pResponseSeries->pCross->name[0] = '\0';
        pResponseSeries->pScalar->name[0] = '\0';
 
        strncpy(pResponseSeries->pPlus->name, "plus", LALNameLength);
        strncpy(pResponseSeries->pCross->name, "cross", LALNameLength);
        strncpy(pResponseSeries->pScalar->name, "scalar", LALNameLength);
 
        /*
         * Set sampling parameters
         */
        pResponseSeries->pPlus->epoch = pTimeInfo->epoch;
        pResponseSeries->pPlus->deltaT = pTimeInfo->deltaT;
        pResponseSeries->pPlus->f0 = 0.;
        pResponseSeries->pPlus->sampleUnits = lalDimensionlessUnit;
 
        pResponseSeries->pCross->epoch = pTimeInfo->epoch;
        pResponseSeries->pCross->deltaT = pTimeInfo->deltaT;
        pResponseSeries->pCross->f0 = 0.;
        pResponseSeries->pCross->sampleUnits = lalDimensionlessUnit;
 
        pResponseSeries->pScalar->epoch = pTimeInfo->epoch;
        pResponseSeries->pScalar->deltaT = pTimeInfo->deltaT;
        pResponseSeries->pScalar->f0 = 0.;
        pResponseSeries->pScalar->sampleUnits = lalDimensionlessUnit;
 
        /*
         * Ensure enough memory for requested vectors
         */
        if(pResponseSeries->pPlus->data->length < pTimeInfo->nSample) {
                if(lalDebugLevel >= 8)
                        LALInfo(status, "plus sequence too short -- reallocating");
 
                TRY(LALSDestroyVector(status->statusPtr, &(pResponseSeries->pPlus->data)), status);
 
                TRY(LALSCreateVector(status->statusPtr, &(pResponseSeries->pPlus->data), pTimeInfo->nSample), status);
 
                if(lalDebugLevel > 0)
                        printf("pResponseSeries->pPlus->data->length = %d\n", pResponseSeries->pPlus->data->length);
 
        }
 
        if(pResponseSeries->pCross->data->length < pTimeInfo->nSample) {
                if(lalDebugLevel >= 8)
                        LALInfo(status, "cross sequence too short -- reallocating");
 
                TRY(LALSDestroyVector(status->statusPtr, &(pResponseSeries->pCross->data)), status);
 
                TRY(LALSCreateVector(status->statusPtr, &(pResponseSeries->pCross->data), pTimeInfo->nSample), status);
 
        }
 
        if(pResponseSeries->pScalar->data->length < pTimeInfo->nSample) {
                if(lalDebugLevel & 0x08)
                        LALInfo(status, "scalar sequence too short -- reallocating");
 
                TRY(LALSDestroyVector(status->statusPtr, &(pResponseSeries->pScalar->data)), status);
 
                TRY(LALSCreateVector(status->statusPtr, &(pResponseSeries->pScalar->data), pTimeInfo->nSample), status);
        }
 
 
        /*
         * Loop to compute each element in time series.
         */
 
        for(i = 0; i < pTimeInfo->nSample; ++i) {
                LIGOTimeGPS gps = pTimeInfo->epoch;
                XLALGPSAdd(&gps, i * pTimeInfo->deltaT);
 
                TRY(LALComputeDetAMResponse(status->statusPtr, &instResponse, pDetAndSource, &gps), status);
 
                pResponseSeries->pPlus->data->data[i] = instResponse.plus;
                pResponseSeries->pCross->data->data[i] = instResponse.cross;
                pResponseSeries->pScalar->data->data[i] = instResponse.scalar;
        }
 
        DETATCHSTATUSPTR(status);
        RETURN(status);
}