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sec : U Re: plotting free form ascii data
David Fanning wrote:
>
> Patrick writes:
>
snip
> >
> > --the program proceeds until it gets to pro plotinteractive_wvtoolkit
> > then stops. Giving the error:
> > % XMANAGER: Caught unexpected error from client application. Message
> > follows...
> > % Attempt to call undefined procedure/function: 'WV_APPLET'.
> > % Execution halted at: PLOTINTERACTIVE_WVTOOLKIT 42
> > /home/swifs/training/idlinterm/interplot4.pro
> > % PLOTINTERACTIVE_READ 14
> > /home/swifs/training/idlinterm/interplot4.pro
> > % XMANAGER_EVLOOP_STANDARD 478
> > /auto/soft/idl/idl_5.4/lib/xmanager.pro
> > % XMANAGER 708
> > /auto/soft/idl/idl_5.4/lib/xmanager.pro
> > % PLOTINTERACTIVE 101
> > /home/swifs/training/idlinterm/interplot4.pro
> > % $MAIN$
> >
> > What is the correct way to call wv_applet?
>
> I don't know how WV_APPLET should be called.
> I've never heard of it. Is this an IDL program in
> your path?
>
> Cheers,
>
> David
David & Patrick,
I think the WV_APPLET must be part of the WAVELETS TOOLKIT GUI,
for which you need a licence to run it.
However, Wayne Landsman pointed out back in April that some of the
WAVELET TOOLKIT routines are callable outside of the GUI...
> Um, I'm not sure whether I should be advertising this, but at least some
> of the low-level procedures in $IDL_DIR/lib/wavelet/source do not
> require a toolkit license. You just won't be able to use any of the GUI
> features.
>
> WV_CWT - Compute the continuous wavelet transform for one-dimensional
> arrays.
> WV_DENOISE - Use the wavelet transform to filter a 1 or 2-dimensional
> array.
> WV_FN_COIFLET - Return the Coiflet wavelet coefficients.
> WV_FN_DAUBECHIES - Return the Daubechies wavelet coefficients.
> WV_FN_GAUSSIAN - Return the Gaussian-derivative wavelet.
> WV_FN_HAAR - Return the Haar wavelet coefficients.
> WV_FN_MORLET - Return the Morlet wavelet.
> WV_FN_PAUL - Return the Paul wavelet.
> WV_FN_SYMLET - Return the Symlet wavelet coefficients.
>
> Also the "Numerical Recipes" implementation of some Daubechies wavelet
> coefficients has long been available as the intrinsic function WTN.
>
> --Wayne Landsman landsman@mpb.gsfc.nasa.gov
Andrew Cool
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