The formula Tan0=v2/gr relates the radius of turn (r metres of an aircraft at an angle of bank of 0 degrees if it is flying at a speed of V ms-1.
If 1 knot=.0514 ms-1, find the radius of turn, in metres , of an aircraft an an angle of bank of 45 degrees flying at a speed of 300 kts
Please show me methodically how to find a solution to this answer!
If 1 knot=.0514 ms-1, find the radius of turn, in metres , of an aircraft an an angle of bank of 45 degrees flying at a speed of 300 kts
Please show me methodically how to find a solution to this answer!
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tan(o) = v^2/gr
ie r = v^2/(gtan(o))
r = (300*0.0514)/(9.81*tan(45 deg)) = 1.57m (2 decimals)
ie r = v^2/(gtan(o))
r = (300*0.0514)/(9.81*tan(45 deg)) = 1.57m (2 decimals)