Use LEFT and RIGHT arrow keys to navigate between flashcards;
Use UP and DOWN arrow keys to flip the card;
H to show hint;
A reads text to speech;
59 Cards in this Set
- Front
- Back
Standard atmosphere
|
A model of the atmosphere based on the aero-
static equation, the perfect gas law, an assumed temperature distribu- tion, and standard sea level conditions |
|
Temperature
|
Property of the atmosphere (tau). Function of altitude
|
|
pressure
|
Property of the atmosphere (p). Function of altitude
|
|
density
|
Property of the atmosphere (rho). Function of altitude
|
|
troposhpere
|
Atmosphere from sea level to the tropopause (h =36,089
ft). |
|
Standard sea level conditions
|
Conditions at sea level used to dene
the standard atmosphere. |
|
Stratosphere
|
Atmosphere between h=36,089 ft and h=105,000 ft
|
|
Tropopause
|
Dividing line between the stratosphere and the tropo-
sphere, h=36,089 ft |
|
Speed of sound
|
Property of the atmosphere (a). Function of tempera-
ture |
|
Viscosity
|
Property of the atmosphere (mu). Function of temperature.
|
|
Exponential atmosphere
|
An approximate standard atmosphere based
on the assumption of constant temperature. rho= rhos*exp(-h/lambda) |
|
Isothermal atmosphere
|
A constant temperature atmosphere. Same as
exponential atmosphere |
|
Lift coefficient
|
Nondimensional lift, CL = L/qS
|
|
Drag coefficient
|
Nondimensional drag, CD = D/qS
|
|
Wing planform area
|
From the top view of an airplane, it is the area S of
the wing extended from the fuselage centerline to the wing tip (outside of tip tanks if present). |
|
Mach number
|
Ratio of airplane velocity to speed of sound at the alti-
tude the airplane is operating, M = V=A. |
|
Reynolds number
|
Ratio of inertia forces to viscous forces, Re = rho*V*L/mu
|
|
Drag polar
|
The relationship between CD and CL, CD = CD(CL,M,Re)
|
|
Lift-to-drag ratio
|
Ratio of lift to drag E = L/D. Also called aerodynamic efficiency.
|
|
Aerodynamic efficiency
|
Lift to drag ratio, E = L/D
|
|
Zero-lift angle of attack
|
The angle of attack alpha0L at which CL = 0,alpha0L
|
|
Lift-curve slope
|
The slope of the CL versus alpha curve, CLalpha
|
|
Basic symmetric airfoil
|
The thickness distribution of the airfoil without camber
|
|
Camber line
|
the line between the upper and lower sides of a cambered airfoil.
|
|
Center of pressure
|
The intersection of the airfoil aerodynamic force line of action and the chord
|
|
Peak suction
|
The point on the chord where the minimum pressure occurs, xps.
|
|
Ideal lift coefficient
|
Lift coefficient of an airfoil where the minimum drag occurs
|
|
Thickness ratio
|
Ratio of the maximum thickness to the chord of an airfoil
|
|
Root chord
|
The chord of the wing at the body reference line, cr.
|
|
Tip chord
|
The chord at the tip of the wing (outside the tip tank if present), ct
|
|
Semi-span
|
The distance b/2 between the root chord and the tip chord
|
|
Sweep
|
The angle capital lambda that a particular chord line makes with the y axis.
|
|
aspect ratio
|
A nondimensional quantity which indicates the slenderness of a wing, A = b^2/S
|
|
taper ratio
|
The nondimensional quantity ct/cr of a wing.
|
|
mean aerodynamics chord
|
The chord of an equivalent rectangular wing, c.
|
|
equivalent rectangular wing
|
A rectangular wing which has the same lift and the same moments about the x and y axes.
|
|
wing incidence
|
Angle iW between the wing chord plane and the body x axis.
|
|
wing chord plane
|
For a wing with no twist and the same airfoil shape along the span, the surface formed by the chords is a plane.
|
|
friction drag coefficient
|
The friction drag is the part of the drag caused by skin friction acting over the surface of the airplane, also called parasite drag.
|
|
Wave drag coefficient
|
The wave drag is the part of the drag caused by the appearance of shock waves on a wing. The shock waves cause the boundary layer to separate
|
|
Induced drag coefficient
|
The induced drag is the component of the drag induced by the rotational
ow about the wing tip vortices. |
|
Equivalent parasite area method
|
The parasite area is the area touched by the air flow over an airplane. Equivalent parasite area is parasite area corrected for Mach number, interference, thickness, etc
|
|
Skin friction coefficient
|
The equivalent parasite area divided by the planform area
|
|
Compressibility factor
|
Gives the effect of Mach number on the equivalent parasite area.
|
|
Interference factor
|
Gives the effect of interference effects on the equivalent parasite area.
|
|
Form factor
|
Gives the effect of wing and body thickness on the equivalent parasite area
|
|
Fineness ratio
|
For a body shape, it is the length of the body divided by the maximum diameter
|
|
Wetted area
|
The wetted area is the surface area of an airplane which is touched by the air
flow, Swet |
|
Mach number for drag divergence
|
The Mach number at which the drag
begins to increase rapidly do to the appearance of shock waves, MD |
|
Oswald's efficiency factor
|
It gives the increase in induced drag due to the dierence between an elliptic planform and another planform, e
|
|
Parabolic drag polar
|
The drag polar that has the shape of a parabola,
CD = CD0(M) + K(M)CL^2 |
|
Zero-lift drag coefficient
|
It is the drag coefficient CD0 associated with the parabolic drag polar when CL = 0.
|
|
Induced drag coefficient
|
It is the drag coefficient K*CL^2 associated with the parabolic drag polar
|
|
Induced drag factor
|
It is the term K in the parabolic drag polar
|
|
Corrected thrust
|
A non-dimensional thrust used to represent thrust data.
|
|
Corrected specic fuel consumption
|
A non-dimensional specificc fuel consumption used to represent specific fuel consumption data.
|
|
Corrected engine speed
|
A non-dimensional engine speed used to represent engine speed data
|
|
Ideal subsonic airplane
|
A subsonic jet airplane characterized by a parabolic
drag polar with constant coefficients, thrust independent of velocity, and specific fuel consumption independent of velocity and power setting |
|
Ideal SBJ
|
The ideal representation of the airplane (SBJ) in App. A.
|