@@ -76,16 +76,16 @@ pip install -e ./PyOctaveBand
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7777All core functionality can be imported directly from the ` pyoctaveband ` package.
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79- | Name | Type | Description | Usage Snippet |
79+ | Name | Type | Description (Inputs) | Usage Snippet (Outputs) |
8080| :--- | :--- | :--- | :--- |
81- | ` octavefilter ` | ` function ` | High-level fractional octave analysis. | ` spl, f = octavefilter(x, fs, fraction=3) ` |
82- | ` OctaveFilterBank ` | ` class ` | Class-based bank for efficient processing. | ` bank = OctaveFilterBank(fs, fraction=3) ` |
83- | ` weighting_filter ` | ` function ` | Apply A, C , or Z frequency weighting. | ` y = weighting_filter(x, fs, curve='A') ` |
84- | ` time_weighting ` | ` function ` | Capture energy with time ballistics. | ` env = time_weighting(x, fs, mode='fast') ` |
85- | ` linkwitz_riley ` | ` function ` | 4th order audio crossover filter. | ` lo, hi = linkwitz_riley(x, fs, freq=1000) ` |
86- | ` calculate_sensitivity ` | ` function ` | Calibrate digital signals to physical SPL. | ` s = calculate_sensitivity(ref, target_spl=94) ` |
87- | ` getansifrequencies ` | ` function ` | Generate preferred ANSI frequencies. | ` f = getansifrequencies(fraction=3) ` |
88- | ` normalizedfreq ` | ` function ` | Compute band edge frequencies. | ` f_low, f_up = normalizedfreq(1000, 3) ` |
81+ | ` octavefilter ` | ` function ` | ** High-level analysis. ** < br >• ` x ` : Signal array< br >• ` fs ` : Sample rate [ Hz ] < br >• ` fraction ` : 1, 3, etc. (Default: 1)< br >• ` order ` : Filter order (Default: 6)< br >• ` filter_type ` : 'butter', 'cheby1', 'cheby2', 'ellip', 'bessel' (Default: 'butter')< br >• ` sigbands ` : Return time signals (Default: False) | ` spl, freq = octavefilter(x, fs, ...) ` < br >• ` spl ` : levels [ dB ] < br >• ` freq ` : frequencies [ Hz ] < br >< br > ** With ` sigbands=True ` : ** < br > ` spl, freq, xb = octavefilter(x, fs, sigbands=True) ` < br >• ` xb ` : List of filtered signals (one per band) |
82+ | ` OctaveFilterBank ` | ` class ` | ** Efficient bank implementation. ** < br >• ` fs ` : Sample rate [ Hz ] < br >• ` fraction ` : 1, 3, etc.< br >• ` order ` : Filter order< br >• ` limits ` : [ f_min, f_max ] (Default: [ 12, 20000 ] )< br >• ` filter_type ` : Architecture name | ` bank = OctaveFilterBank(fs=48000 , fraction=3, order=6, filter_type='butter') ` < br > ` spl, f = bank.filter(x) ` < br >< br >• ` bank ` : Instance of the filter bank |
83+ | ` weighting_filter ` | ` function ` | ** Acoustic weighting. ** < br >• ` x ` : Signal array< br >• ` fs ` : Sample rate [ Hz ] < br >• ` curve ` : 'A', 'C' , or 'Z' (Default: 'A') | ` y = weighting_filter(x, fs, curve='A') ` < br >< br >• ` y ` : 1D array of weighted signal |
84+ | ` time_weighting ` | ` function ` | ** Energy capture. ** < br >• ` x ` : Signal array< br >• ` fs ` : Sample rate [ Hz ] < br >• ` mode ` : 'fast', 'slow', or 'impulse' | ` env = time_weighting(x, fs, mode='fast') ` < br >< br >• ` env ` : 1D array of energy envelope (Mean Square) |
85+ | ` linkwitz_riley ` | ` function ` | ** Audio crossover. ** < br >• ` x ` : Signal array< br >• ` fs ` : Sample rate [ Hz ] < br >• ` freq ` : Crossover frequency [ Hz ] < br >• ` order ` : 4 or 8 (Default: 4) | ` lo, hi = linkwitz_riley(x, fs, freq=1000, order=4) ` < br >< br >• ` lo ` : Low-pass filtered signal< br >• ` hi ` : High-pass filtered signal |
86+ | ` calculate_sensitivity ` | ` function ` | ** SPL Calibration. ** < br >• ` x_ref ` : Calibration signal< br >• ` fs ` : Sample rate [ Hz ] < br >• ` target_spl ` : Level of calibrator (Default: 94.0) | ` s = calculate_sensitivity(x_ref, fs, target_spl=94.0) ` < br >< br >• ` s ` : Float (multiplier for pressure) |
87+ | ` getansifrequencies ` | ` function ` | ** ANSI Frequency generator. ** < br >• ` fraction ` : 1, 3, etc. (Default: 1)< br >• ` limits ` : [ f_min, f_max ] (Default: [ 12, 20000 ] ) | ` f = getansifrequencies(fraction=3, limits=[20, 20000]) ` < br >< br >• ` f ` : List of center frequencies [ Hz ] |
88+ | ` normalizedfreq ` | ` function ` | ** Band edge calculator. ** < br >• ` freq ` : Center frequency [ Hz ] < br >• ` fraction ` : 1, 3, etc. | ` f_low, f_up = normalizedfreq(1000, 3) ` < br >< br >• ` f_low ` : Lower cut-off frequency [ Hz ] < br >• ` f_up ` : Upper cut-off frequency [ Hz ] |
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