For standing waves on a string of length L, the higher frequencies are not multiples of the fundamental when one end is free. O increasing the tension on the string gives fewer antinodes for the same frequency. both ends must be fixed (stationary). O the n'th mode of vibration has an additional full wavelength than the n-1st mode had. the nodes are the only places where the string is ever at zero displacement.

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Chapter1: Units, Trigonometry. And Vectors
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For standing waves on a string of length L,
the higher frequencies are not multiples of the fundamental when one end is free.
O increasing the tension on the string gives fewer antinodes for the same frequency.
O both ends must be fixed (stationary).
the n'th mode of vibration has an additional full wavelength than the n-1st mode had.
the nodes are the only places where the string is ever at zero displacement.
Transcribed Image Text:For standing waves on a string of length L, the higher frequencies are not multiples of the fundamental when one end is free. O increasing the tension on the string gives fewer antinodes for the same frequency. O both ends must be fixed (stationary). the n'th mode of vibration has an additional full wavelength than the n-1st mode had. the nodes are the only places where the string is ever at zero displacement.
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Defination

Standing wave is a type of stationary wave in which the peak of the wave oscillates with a time period but doesnot move in space. It is caused by interference of two travelling waves of same frequency and same amplitude. 

 

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