Wikipedia (Beta): Phase (waves)


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The phase of an oscillation or wave is the fraction of a complete cycle corresponding to an offset in the displacement from a specified reference point at time t = 0. Phase is a frequency domain or Fourier transform domain concept, and as such, can be readily understood in terms of simple harmonic motion.
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Audiosonica contents related with Phase (waves)
    Properties of Sound
    In the previous paragraph we saw how the flow of atmospheric pressure in relation to the active loudspeaker can be visualized as a waveform. Waveforms can actually be very complicated, but fortunately every single one of them, and I mean every single one, can be considered as an extension of a very simple wave form: the sinusoid
    Combination of pure sinusoids
    Sinusoids are the simplest imaginable wave form, and as such is also the least interesting from a sound aesthetics perspective. Let us then make things more interesting for ourselves and complicate them a little. We have said how any wave form is conducible to a combination (sum) of sinusoids with an adequate amplitude and phase
    Doppler Effect
    This phenomenon takes place when either the sound source or the listener are moving. The classic example that is always given is the ambulance siren speeding past us and disappearing into the night.
    Psychoacoustics
    Psychoacoustics studies the brain's sound elaboration mechanisms. A knowledge of such mechanisms is indispensable for the practice of sound engineering, in that it allows, through appropriate manipulation, very sophisticated sound-effects to be obtained.
    Localization of sound sources
    Factors involved in the localization of a sound source
    Set-up of an analogue recorder
    In this section we'll be looking at the various operations which periodically take place in order to keep a multi-track recorder at its best.
    Phaser
    This effect combines the original signal with a delayed version of the latter, where the delay time has been modulated (this means that it varies constantly and the rate of its variations is defined by a function, for example, a sinusoid).
    Exciter
    This effect adds light saturations to the input signal. As already mentioned, a saturation generates new harmonics based on the frequency content of the input signal. Therefore, the exciter effect is capable of generating high frequencies out of signals which lack them, as is sometimes the case with vocals which, though being in tune, don't bite enough.
    Characteristics of a loudspeaker: Resonance frequency of a loudspeaker
    When an elastic system undergoes an oscillating stimulus, it reacts differently depending on the frequency content of the stimulations. In particular, an elastic system will begin to oscillate at the same frequency as the stimulation once the latter is similar his resonance frequency.
    Types of acoustic boxes
    When a loudspeaker moves in one direction, creating a compression in front of itself, it also at the same time creates a dilation behind it. The two generated waves would tend to nullify each other, being opposed phase-wise, and this would impede the diffusion of the acoustic-wave into the environment.

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