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Consider a low speed subsonic wind tunnel with a nozzle contraction ratio of 1:20

Consider a low speed subsonic wind tunnel with a nozzle contraction ratio of 1:20. One side of a mercury manometer is connected to the settling chamber, and the other side to the test section. The pressure and temperature in the test section are 1 atm and 300 K, respectively. What is the height difference between the two columns of mercury when the test section velocity is 80 m/s?

Consider a low speed subsonic wind tunnel with a nozzle contraction ratio of 1:20. One side of a mercury manometer is connected to the settling chamber, and the other side to the test section. The pressure and temperature in the test section are 1 atm and 300 K, respectively. What is the height difference between the two columns of mercury when the test section velocity is 80 m/s?
Consider a low speed subsonic wind tunnel with a nozzle contraction ratio of 1:20. One side of a mercury manometer is connected to the settling chamber, and the other side to the test section. The pressure and temperature in the test section are 1 atm and 300 K, respectively. What is the height difference between the two columns of mercury when the test section velocity is 80 m/s?

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