Calculate the density at which the available thrust is equal to the minimum drag

AI Thread Summary
To calculate the density at which the available thrust equals the minimum drag for a jet-propelled airplane, the minimum drag (Dmin) is determined to be 5221N using the given parameters. The challenge arises in relating velocity to drag without knowing the density, creating a circular problem. The discussion highlights the need for additional information or assumptions regarding velocity to progress further. Clarification on the coefficients and their units is suggested for better understanding. The conversation emphasizes the interdependence of thrust, drag, and density in aerodynamics calculations.
liam1992
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Calculate the density at which the available thrust of a jet propelled aeroplane is equal to the minimum drag for the full fuel load case. Use the simplest assumption for the variation of engine thrust with density.

Wing area, S = 29.5
Weight, W = 88000
CD,0 = 0.02
k = 0.044
Max thrust (at sea level) = 16000N
CT = 1.7*10^-4

I use the formula Dmin = 2((CD,0*k)^0.5)*W = 5221N

The problem I have is that I can't work out the density without the velocity but there is no way to relate velocity to drag without density. Where do I go from here?
 
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If you care to revise your posting, supplying the units and explaining what each of the three co-efficients is, I'll take a look at your problem.
 
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