SUBROUTINE ARR_TAPERD( NPTS, FRAC, A, STATUS ) *+ * Name: * ARR_TAPERD * Purpose: * Apply cosine bell taper to a DOUBLE PRECISION array * Language: * Starlink Fortran * Invocation: * CALL ARR_TAPERD( NPTS, FRAC, A, STATUS ) * Description: * A cosine bell taper is applied to N*FRAC/2 points at each end of * the DOUBLE PRECISION array A. * Arguments: * NPTS = INTEGER (given) * The array to be tapered * FRAC = REAL (given) * The fraction of the length of the array over whic hthe taper is * applied * A[] = DOUBLE PRECISION (given and returned) * The array to be tapered * STATUS = INTEGER (given) * The global status. * Examples: * {routine_example_text} * {routine_example_description} * Pitfalls: * {pitfall_description}... * Notes: * {routine_notes}... * Prior Requirements: * {routine_prior_requirements}... * Side Effects: * {routine_side_effects}... * Algorithm: * {algorithm_description}... * Accuracy: * {routine_accuracy} * Timing: * {routine_timing} * External Routines Used: * {name_of_facility_or_package}: * {routine_used}... * References: * ARR Subroutine Guide : http://www.sr.bham.ac.uk/asterix-docs/Programmer/Guides/arr.html * Keywords: * package:arr, usage:public * Copyright: * Copyright (C) University of Birmingham, 1995 * Authors: * DJA: David J. Allan (Jet-X, University of Birmingham) * {enter_new_authors_here} * History: * 14 Jun 1990 (DJA): * Original version. * 21 Apr 1995 (DJA): * Tidied up the prologue * {enter_changes_here} * Bugs: * {note_any_bugs_here} *- * Type Definitions: IMPLICIT NONE ! No implicit typing * Global Constants: INCLUDE 'SAE_PAR' ! Standard SAE constants INCLUDE 'MATH_PAR' * Arguments Given: INTEGER NPTS ! See above REAL FRAC ! * Arguments Given and Returned: DOUBLE PRECISION A(*) * Status: INTEGER STATUS ! Global status * Local Variables: DOUBLE PRECISION WEIGHT ! Tapering value INTEGER LAST INTEGER I ! Loop counter *. * Check inherited global status. IF ( STATUS .NE. SAI__OK ) RETURN * Check fraction is sensible IF ( FRAC .GT. 1.0 ) FRAC = 1.0 * The number of points to taper at each end of the array LAST = NINT( ( REAL(NPTS) * FRAC ) / 2.0 ) * Apply the taper DO I = 1, LAST * Find taper factor in D.P. WEIGHT = 0.5D0 * (1D0 - COS(MATH__DPI*(DBLE(I)-0.5)/DBLE(LAST))) A(I) = A(I) * WEIGHT A(NPTS+1-I) = A(NPTS+1-I) * WEIGHT END DO END