A flute can be modeled as an open-open tube. My flute is L = 0.5969 m from %3D mouthpiece (one open end) and the end (the other open end). Assume 20 °C. 3 mode when the flute is open to a) What is the frequency of the m = atmosphere only at the two open ends? b) I lift a key that creates a hole 2L/5 from the open end. Recall that this hole opens to atmospheric pressure, as do the open ends. i. Draw the lowest-frequency mode that meets the boundary conditions at the two open ends and this new hole at 2L/5. ii. Calculate the frequency and wavelength of this mode.

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Chapter15: Oscillations
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Problem 27P: Each piston of an engine makes a sharp sound every other revolution of the engine. (a) How fast is a...
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A flute can be modeled as an open-open tube. My flute is L = 0.5969 m from
%3D
mouthpiece (one open end) and the end (the other open end). Assume 20 °C.
3 mode when the flute is open to
a) What is the frequency of the m =
atmosphere only at the two open ends?
b) I lift a key that creates a hole 2L/5 from the open end.
Recall that this hole opens to atmospheric pressure, as do the open ends.
i. Draw the lowest-frequency mode that meets the boundary
conditions at the two open ends and this new hole at 2L/5.
ii. Calculate the frequency and wavelength of this mode.
Transcribed Image Text:A flute can be modeled as an open-open tube. My flute is L = 0.5969 m from %3D mouthpiece (one open end) and the end (the other open end). Assume 20 °C. 3 mode when the flute is open to a) What is the frequency of the m = atmosphere only at the two open ends? b) I lift a key that creates a hole 2L/5 from the open end. Recall that this hole opens to atmospheric pressure, as do the open ends. i. Draw the lowest-frequency mode that meets the boundary conditions at the two open ends and this new hole at 2L/5. ii. Calculate the frequency and wavelength of this mode.
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