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Defense Intelligence Reference Document Detection And High Resolution Tracking Of Vehicles At Hypersonic

Defense Intelligence Agency · 46 pages · text from the file's own layer

This Defense Intelligence Reference Document from the Defense Intelligence Agency, dated 20 November 2010, was one of a series of advanced technology reports produced in FY 2010 under the Advanced Aerospace Weapon System Applications (AAWSA) Program. It reviews the theory of subsonic, supersonic and hypersonic flow. It then compares electromagnetic, optical, and acoustic and seismic methods for detecting and tracking hypersonic objects, and it makes four recommendations for progress over the next 30 years.

  • p. 7 …textbooks on compressible flow by J.D. Anderson; 2,3 subsonic flow, including the affect of…
  • p. 45 …2 Anderson, John D., Modern Compressible Flow, 3rd ed., McGraw-Hill, 2003. 3 Anderson, John D…
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0.35
OS
0.25
o.,
St=fD/V
0.15
o.,
0.05
0
l.E+Ol l.E+02 l.E+03 l.E+04
Re 0=VD/v
l.E+OS l.E+06 l.E+07
Figure 3. Strauhal Frequency as a Function of Reynolds Number for
Flow Over a Circular Cylinder.
The high velocities present in the wake generate low pressures on the downstream side of
the projectile that pull the projectile backwards into the wake. This is defined as "wake" or
"form" drag and is a predominant cause of drag forces on aircra~ or on any object moving
through the atmosphere. The viscous forces that create the boundary layers on the surface
of a projectile also contribute a small amount of drag, usually referred to as "skin friction."
Boundary layers and wakes also affect supersonic flow, but the effect of shock waves tends
to be the predominant mechanism affecting flow around supersonic projectiles. Total drag
force, Fo, exerted on projectiles or aircraft is usually summarized by this equation:
r~) = ½PA.1 en v~ (4)
The drag force is dependent upon the density of the air, p, the frontal area of the aircraft, Ar,
the aircraft velocity, V, and the drag coefficient, Co. The drag coefficient is a function of the
geometry of the aircraft and the two "dimensionless" groups, Mach number, M, and Reynolds
number, Reo, that relate inertial, viscous, and elastic forces in the flow:
Cn =f(Ren,M,geometry) ( 5)
Drag coefficients for various types of aircraft and projectiles are obtained from theory, from
computational fluid mechanics, or, most commonly, from experiments in wind tunnels.
These coefficients are usually presented in tables or in graphical form. 5, 6, 7
SUPERSONIC FLOW
Air is predominantly made up of molecules of nitrogen (78%) and oxygen (21 %). At room
temperature, air behaves as an ideal gas where the density, p, the pressure, p, and the
temperature, T, are related through a gas constant, R, which is a property of the air. The
ideal gas law gives the relationship between these values. The gas constant for air is
R = 287 J/kg.K.
6
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Report, from the dia collection. The PDF is mirrored here; the original link is above. 46 pages are in the text index: search them above, or from the library's search.