% @(#)rec1d_wave.hlq 17.1.1.1 (ESO-IPG) 01/25/02 17:21:10 %++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++ %.COPYRIGHT (c) 1993 European Southern Observatory %.IDENT rec1d_wave.hlq %.AUTHOR 18-MAY-93, IPG/ESO %.KEYWORDS MIDAS, help files, %.PURPOSE On-line help file for the command: REC1D/WAVE %.VERSION 1.0 JS : Creation, 18-MAY-93 %---------------------------------------------------------------- \se SECTION./WAVE \es\co REC1D/WAVE JS 18-MAY-93 \oc\su REC1D/WAVE Wave_in Im_out [Num_Trans] [Channel] [Nu0] \us\pu Purpose: reconstructs a signal from its wavelet transform \up\sy Syntax: REC1D/WAVE Wave_in Im_out [Num_Trans] [Channel] [Nu0] \ys\pa Wave_in = input wavelet transform. The wavelet transform of a one dimensional signal is an image. \ap\pa Im_Out = image file name of the reconstructed signal this image has only one line. \ap\pa Num_Trans = algorithm which has been used to compute the wavelet transform. 6 transforms are possible: 1: french hat\\ 2: mexican hat\\ 3: a trous algorithm with a linear scaling function\\ 4: a trous algorithm with B1-spline scaling function\\ 5: a trous algorithm with B3-spline scaling function\\ 6: Morlet's transform\\ In the case of Morlet's transform, the wavelet transform is complex. The modulus of the transform must tored in the first part of the output image, and the phase in the second part. Default value is 2. \ap\pa Channel = number of channel per octave; the default value is 12. this parameter is not used in the a-trous algorithm because a-trous algorithm is a diadic algorithm (1 channel per octa) \ap\pa Nu = Morlet's parameter; only used with Morlet's transform \ap\see See also: TRAN1D/WAVE \ees\no Note: The reconstruction parameters must be the same as the wavelet transform parameters. Morlet's reconstruction is not implemented. \on\exs Examples: \ex REC1D/WAVE transform sig_rec reconstructs the signal from its wavelet transform. The result is stored in the file "sig_rec" \xe\sxe