Level Flight And Climb Flashcards
Forces in level flight
Lift = Weight
Thrust = Drag
Where does weight act
Through the CG
CG should always be in front of the CP
Turning Moments in level flight must be
Equal and opposite
Lift Weight Couple
CG is in front of CP = nose down pitch moment
Counter balanced by force produced at tailplane
Trim Drag
Increased induced drag by the tailplane downforces
Thrust Drag Couple
Underslung engines the centre of thrust below centre of drag
Nose up pitching moment
Best angle of climb
Referred to as Vx Speed
Gives the steepest climb angle
Avoid nearby obstacles
Steep
Best rate of climb
Referred to as Vy speed
Lower angle of climb than Vx
Gives best rate of climb to give highest vertical speed
Flight path angle
Angle between aircraft’s trajectory and the local horizontal
Symbol y - gamma
Effected by wind
Climb Angle
Angle between ac path through the air and local horizontal
Represented by symbol 0 theta
Does not take wind into account
Pitch Angle
Angle between ac longitudinal axis and horizontal - displayed on attitude indicator
Flight path angle + AOA
Forces parallel to flight path in climb
SinY = T - D
——-
Weight
Forces perpendicular to flight path
L = Wcosy
Lift varies with
Cosine of climb angle
Thrust component varies with
Sine of angle
Forces in a climb formulas are
L = W x CosY
T = D + W x SinY
Altitude effect on climb angle
Thrust decreases with altitude
Reduced excess thrust variable at all speeds
Climbing at a constant pitch angle will
Reduced thrust therefore drag will end up being out of equilibrium as drag exceeds thrust
Lose speed aoa will increase then stall
Climb at constant vertical speed
Available thrust reduces autopilot will increases AOA and let airspeed decay possible stall
Zoom climb
Trading kinetic energy for potential energy
Excess airspeed above stall speed traded for height
Useful for engine failures for extra height
Calculating Load Factor from climb gradient
Climb gradient from percentage to decimal
Use inverse sin function on the decimal
Cos(ans) = load factor
Rate of climb formula
Angle of climb x TAS