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Old 11th April 2011 | 10:30
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Jetpipe.
 
Joined: Mar 2011
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From: outside the box
Since equations link airspeeds to eachother
  • EAS=TAS sqrt(ρ/ρ0)
where ρ= actual density , and ρ0= standard density at sea level 1.225 kg/m^3
  • M = TAS/sqrt(γ R T)
where γ= the adiabatic indeex (1.4) , R= the specific gas constant (286.9 J/kg K) , and T= Static Air Temperature in Kelvin

The Ram Rise equations are linked in the same way. We choose for which airspeed we want the TAT-SAT equation to be solved for, TAS, Mach or EAS.
  • TAT - SAT = TAS^2 / 2Cp
  • TAT - SAT = 0.5 M^2 (γ-1) SAT
or for others more convinient TAT/SAT = 1 + [(γ-1)/2] M^2
  • TAT - SAT = (ρ0/ρ) EAS^2 / 2Cp
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