Airplane normally fly at altitude of 36000 ft. Find the atmospheric pressure at that altitude.
The standard temperature T=288.15K
corresponds to the International Standard Atmosphere (ISA) model.
"P=P_0exp(-\\dfrac{Mg}{RT}h)"
Average sea level pressure=101,325 kPa "(P_0)"
Gravitational acceleration= 9.807 m/s2 (g)
Molar mass of air=0.02896 (kg/mol) (M)
The standard temperature T=288.15K
Universal Gas Constant=8.3143 (N*m)/(mol*K) (R)
36000ft=10970m
101,325*exp(-0.00012*10970) kPa=27.1651kPa
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