IDL Wavelet Toolkit User's Guide

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68 Chapter 4: IDL Wavelet Toolkit ReferencewavePower = ABS(wave^2); Convert scales to time units.scales *= dt; Contour visualization.ICONTOUR, wavePower, time, scales, /Y_LOG, YRANGE=[20,0.25], $C_VALUE=FINDGEN(7)+1, $/FILL, RGB_TABLE=39, $YTITLE='Scale (years)', $VIEW_TITLE='Wavelet Power'; Insert a legend.tool = IGETCURRENT(TOOL=oTool)void = oTool->DoAction('Operations/Insert/Legend')Version History5.4 IntroducedSee AlsoWV_DWT, WV_FN_GAUSSIAN, WV_FN_MORLET, WV_FN_PAULWV_CWTIDL Wavelet Toolkit
Chapter 4: IDL Wavelet Toolkit Reference 69WV_DENOISEThe WV_DENOISE function uses the wavelet transform to filter (or de-noise) amulti-dimensional array.WV_DENOISE computes the discrete wavelet transform of Array, and then discardswavelet coefficients smaller than a certain threshold. WV_DENOISE then computesthe inverse wavelet transform on the filtered coefficients and returns the result.SyntaxResult = WV_DENOISE(Array [, Family, Order] [, COEFFICIENTS=value][, CUTOFF=variable] [, DENOISE_STATE=variable] [, /DOUBLE][, DWT_FILTERED=variable] [, PERCENT=value] [, THRESHOLD=value][, WPS_FILTERED=variable])Return ValueThe result is an array of the same dimensions as the input Array. If Array is doubleprecision or /DOUBLE is set then the result is double precision, otherwise the resultis single precision.ArgumentsArrayA one-dimensional array of length N, of floating-point or complex type.FamilyA scalar string giving the name of the wavelet function to use for the transform.WV_DENOISE will construct the actual function name by removing all white spaceand attaching a prefix of 'WV_FN_'.NoteWV_DENOISE may only be used with discrete wavelets, such asWV_FN_COIFLET, WV_FN_DAUBECHIES, WV_FN_HAAR, andWV_FN_SYMLET.IDL Wavelet ToolkitWV_DENOISE
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IDL WaveletToolkit User’sGuideIDL
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ContentsChapter 1Introduction to th
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Chapter 1Introduction to the IDLWav
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Chapter 1: Introduction to the IDL
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Chapter 1: Introduction to the IDL
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Chapter 2Using the IDL WaveletToolk
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Chapter 2: Using the IDL Wavelet To
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Chapter 2: Using the IDL Wavelet To
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IDL Wavelet Toolkit User's Guide

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