INPUT PARAMETERS
DESCRIPTIONThe following diagram demonstrates how the sound samples are filled into a two-dimensional grid in the chronographic display. The audio is split up into frames equal to the number of rows in the chronogram. Then the frame column is filled with audio sample data from the top to the bottom of the column. In Sonic Visualiser, the chronogram columns line-up exactly with the corresponding display of the audio waveform.
When a sound contains a period which is an exact multiple of the vertical period of the chronographic display, that sound will be displayed as horizontal lines on the display as shown in the figure below. In this example, there is a sinewave oscillator which plays 43 Hz for one second, then sweeps up to 5 * 43 = 215 Hz and stays there for one second, then sweeps up to 10 * 43 = 430 Hz and stay there for one second. In each case where the frequency is a multiple of the sampling rate divided by the vertical period of the chronographic display, horizontal lines will be displayed. The number of horizontal lines indicates the frequency of the pitch. For example, the middle of the picture where there are 5 red bands indicates a frequency of 5 * 44100/1024 = 215 Hz.
Click here to listen to the corresponding sound. Stable frequencies which are not multiples of the vertical period of the chronogram will form parallel lines at various angles. Lines which slope upwards are slightly sharper than the horizontal frequency represented by the number of vertical lines. And likewise, falling slopes indicate a flatter frequency. The following example starts at 10 times the frame frequency of 43 Hz, and then increases the pitch by 43/8 Hz until the oscillator arrives at 11 times the frame frequency (count the number of red lines at the right side of the picture).
Click here to listen to the corresponding sound. For complex harmonic tones which contain more than one sinewave, the pitch of the tone at its fundamental frequency is visible as a slope of parallel lines. Each of the harmonics of the tone are on a similar slope. For example the first overtone occurs twice as often as the fundamental frequency, so their periods match at 2:1. Likewise, the second overtone at an octave and a fifth above the fundamental frequency has a ratio of 3:1 with the fundamental. Notes which are considered consonant have similar slopes in the lines for their pitches, while notes of dissonant intervals will have dissimilar slopes. Notice in the following example that the notes "f", "a", and "c" which form a major triad all have the same primary slope.
Click here to listen to the corresponding sound. Below is an example from a real performance. The original recording is in stereo, and the chronographic display will display each channel of the signal on top of each other, with the left channel above the right, as is done with the waveform display in Sonic Visualiser. In this example, you can see loud notes as regions of high contrast in the chronographic display since the waveform is oscillation between the extreme ranges of the display. Also, the chronographic display is useful to view changes of pitch where the amplitude of the waveform does not change significantly. For example, there is a low note played softly near the middle of the following diagram. The low note is visible in the chronogram as a region of parallel lines which are fairly widely spaced.
Sensitivity parameter The sensitivity parameter control for MzChronogram is used to enhance visibility in quiet regions of audio. Normally when display a region which has low amplitude, the color of the display will have a low contrast since the colorization of the display also takes into account loud sections of the audio. However, the sensitivity parameter enhances the quiet regions of the audio so that pitch banding is more visible as demonstrated in the following figure.
Here is a plot of the sensitivity mapping which is used. When the sensitivity is set to 0.00, the waveform amplitudes are unchanged. As the sensitivity factor is raised to 1.0, low amplitude values are increased, while high amplitude values stay (mostly) the same.
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The source code for the plugin was last modified on 25 May 2006. |