The term "'white noise "', the'sh'noise produced by a signal containing all audible frequencies of vibration, is sometimes used as slang ( or a neologism ) to describe a meaningless commotion or chatter that masks or obliterates underlying information.
32.
Euclid in his " The Division of the Canon " ( " Katatom kanonos ", the Latin " Sectio Canonis " ) further developed Archytas's theory, elaborating the acoustics with reference to the frequency of vibrations ( or movements ) (, ).
33.
"' Mechanical resonance "'is the tendency of a mechanical system to respond at greater amplitude when the frequency of its oscillations matches the system's natural frequency of vibration ( its " resonance frequency " or " resonant frequency " ) than it does at other frequencies.
34.
If the damping is small, C \ ll \ sqrt { \ frac { \ kappa } { I } } \,, as is the case with torsion pendulums and balance wheels, the frequency of vibration is very near the natural resonant frequency of the system:
35.
Following the derivation from, we define an upper limit to the frequency of vibration \ nu _ D; since there are N atoms in the solid, there are 3N quantum harmonic oscillators ( 3 for each x-, y-, z-direction ) oscillating over the range of frequencies [ 0, \ nu _ D ].
36.
Upon further examination, there doesn't seem to be any explanation of how the many sources of radiation from the universe affect TV reception, and thus create the famous TV static . . . are we supposed to conclude the fuzz effect from " the random stimulus of all signal frequencies of vibration " "'on our own " '?
37.
Berger based his work on ultrasonic atomization first from the work of John William Strutt, 3rd Baron Rayleigh and his capillary waves in liquid as they relate to the frequency of vibration, imposed and on that of Robert J . Lang whose published experiments involved atomizing melted wax and cooling and collecting the resultant small beads which he could measure.
38.
A " complex tone " ( the sound of a note with a timbre particular to the instrument playing the note ) " can be described as a combination of many simple periodic waves ( i . e ., sine waves ) or " partials, " each with its own frequency of vibration, amplitude, and phase . " ( See also, Fourier analysis .)
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