Exercise
https://texercises.com/exercise/violin-string/
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The following quantities appear in the problem: Länge \(\ell\) / Frequenz \(f\) / Wellenlänge \(\lambda\) /
The following formulas must be used to solve the exercise: \(\lambda = \frac{\ell}{2} \cdot n \quad \) \(c = \lambda \cdot f \quad \)
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Exercise:
If a violin string vibrates at f as its fundamental frequency what are the frequencies of the first four harmonics?

Solution:
For a string attached on both sides the following condition holds: tcbhighmathhighlight mathell n fraclambda qquad n in dots The frequencies for this on both side fixed string are: f_n fracclambda_n fracncell n f_ f_ f f_ fzTTT f_ fdTTT f_ fvTTT
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Exercise:
If a violin string vibrates at f as its fundamental frequency what are the frequencies of the first four harmonics?

Solution:
For a string attached on both sides the following condition holds: tcbhighmathhighlight mathell n fraclambda qquad n in dots The frequencies for this on both side fixed string are: f_n fracclambda_n fracncell n f_ f_ f f_ fzTTT f_ fdTTT f_ fvTTT
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Attributes & Decorations
Branches
Acoustics
Tags
acoustics, frequency, harmonics, instrumental, physics, standing, string, violin, wave, waves
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Difficulty
(1, default)
Points
1 (default)
Language
ENG (English)
Type
Calculative / Quantity
Creator uz
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Link