5. The ideal gas analysis for the root-mean-square velocity of the molecules gives the yRT y = velocity as. where -y is the ratio of heat capacities, R is the Universal Gas M constant, y- is the absolute temperature of the gas, and M is the molecular mass of the molecules. Use this expression to calculate the speed of sound in air for the trial when the 385 Hz tuning fork was used. Compare this value with the values obtained using the resonance tube apparatus.
5. The ideal gas analysis for the root-mean-square velocity of the molecules gives the yRT y = velocity as. where -y is the ratio of heat capacities, R is the Universal Gas M constant, y- is the absolute temperature of the gas, and M is the molecular mass of the molecules. Use this expression to calculate the speed of sound in air for the trial when the 385 Hz tuning fork was used. Compare this value with the values obtained using the resonance tube apparatus.
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Transcribed Image Text:5. The ideal gas analysis for the root-mean-square velocity of the molecules gives the
velocity as.
YRT
where
is the ratio of heat capacities, R is the Universal Gas
V =
-y
M
constant, y- is the absolute temperature of the gas, and M is the molecular mass of the
molecules. Use this expression to calculate the speed of sound in air for the trial when the
385 Hz tuning fork was used. Compare this value with the values obtained using the
resonance tube apparatus.
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