Question one Typical cruising speeds and altitudes for three commercial aircraft are: 1. Dash 8: Cruising speed: 500 km/h at an altitude of 4570 m. 2. Boeing 747: Cruising speed: 978 km/h at an altitude of 9150 m. 3. Concorde: Cruising speed: 2340 km/h at an altitude of 16 600 m. Find the Mach number of these three aircraft when flying at these cruise conditions. Use the properties of the standard atmosphere. In the U.S. Standard Atmosphere, the temperature in the inner portion of the atmosphere is defined by the following equation: For altitudes, H, of from 0 m (sea-level) to 11019 m: T = 288.16 - 0.00657H Above an altitude, H, of 11 019 m: T = 216.66 The altitude, H, is measured in meters and the temperature, T, in K.

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Question one
Typical cruising speeds and altitudes for three commercial aircraft are:
1. Dash 8: Cruising speed: 500 km/h at an altitude of 4570 m.
2. Boeing 747: Cruising speed: 978 km/h at an altitude of 9150 m.
3. Concorde: Cruising speed: 2340 km/h at an altitude of 16 600 m.
Find the Mach number of these three aircraft when flying at these cruise conditions. Use the
properties of the standard atmosphere. In the U.S. Standard Atmosphere, the temperature in
the inner portion of the atmosphere is defined by the following equation:
For altitudes, H, of from 0 m (sea-level) to 11019 m:
T = 288.16 - 0.00657H
Above an altitude, H, of 11 019 m:
T = 216.66
The altitude, H, is measured in meters and the temperature, T, in K.
Transcribed Image Text:Question one Typical cruising speeds and altitudes for three commercial aircraft are: 1. Dash 8: Cruising speed: 500 km/h at an altitude of 4570 m. 2. Boeing 747: Cruising speed: 978 km/h at an altitude of 9150 m. 3. Concorde: Cruising speed: 2340 km/h at an altitude of 16 600 m. Find the Mach number of these three aircraft when flying at these cruise conditions. Use the properties of the standard atmosphere. In the U.S. Standard Atmosphere, the temperature in the inner portion of the atmosphere is defined by the following equation: For altitudes, H, of from 0 m (sea-level) to 11019 m: T = 288.16 - 0.00657H Above an altitude, H, of 11 019 m: T = 216.66 The altitude, H, is measured in meters and the temperature, T, in K.
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