DSP Master VCL
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The following tables list the members exposed by TSpectrumPeaksAnalyzer.
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Name |
Description |
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This is AddMark, a member of class TSpectrumPeaksAnalyzer. | |
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Called by Update method, if TraceMethod is ptNone. | |
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Called by the Update method, if TraceMethod is ptAmpltHarmonics. | |
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This is the overview for the Approximate method overload. | |
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This is the overview for the ApproximateComplexEst method overload. | |
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Filters the peak specified with Index. | |
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Filters all peaks. | |
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Called by Update method, if TraceMethod is ptAll. | |
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Called by Update method, if TraceMethod is ptFirstHarmonic. | |
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This is the overview for the FindFrequency method overload. | |
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Locates the first harmonics of a harmonic series. | |
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Called by Update method, if TraceMethod is ptLargest. | |
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Called by the Update method, if TraceMethod is ptFreqHarmonics. | |
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Converts all peaks in dB. The associated spectrum must already be in logarithmic scale. | |
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Returns the index of the newly added mark at Freq. | |
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Reestimates the order frequency and traces the peaks. |
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Name |
Description |
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Set this property to false, to disable peak tracing, marking, interpolating and filtering when the Update method is called. | |
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Defines the upper frequency that limits the search for peak. | |
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Defines the lower frequency that limits the search for peak. | |
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Defines the number of harmonics to be marked, if TraceMethod is ptAmpltHarmonics or ptFreqHarmonics. | |
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Defines the peak interpolation parameters. | |
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Defines the number of largest peaks to mark, when TraceMethod = ptLargest. | |
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Defines the ratio between the largest peak below which, the peak will not be considered. | |
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Parameters for normalized amplitude. | |
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Parameters for normalized frequency. | |
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Defines the interval centered around the current position of peak in percentage of the bandwidth, within which the new position of the peak is to be searched for. | |
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Defines the method used to trace and mark the peaks. | |
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Set this property to true, to assume that BandwidthL = 0 and BandwidthH equals the Nyquist frequency. |
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