Standing-wave meaning

stăndĭng
A wave that oscillates in place and creates stable nodes of maximum and zero oscillation, produced whenever a wave is confined within boundaries, as in the vibrating string of a musical instrument.
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An oscillatory motion with a definite wavelength, frequency, and amplitude and having stationary, regularly spaced points where there is no motion: all the movement of the wave is contained between these nodes, thus providing for no net transport of energy.
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A wave that oscillates in place, without transmitting energy along its extent. Standing waves tend to have stable points, called nodes, where there is no oscillation. Examples of standing waves include the vibration of a violin string and electron orbitals in an atom.
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A wave form which occurs in a limited, fixed medium in such a way that the reflected wave coincides with the produced wave. A common example is the vibration of the strings on a musical stringed instrument.
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