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What is the Lift force in a steady wings level descent at 30 degrees? Given:

Weight: 104 500 N
Thrust: 85 000 N
Drag: 110 230 N
Gravity constant: 10 m/s2

  • A

    90 500 N

  • B

    52 250 N

  • C

    60 333 N

  • D

    73 612 N

Refer to figure.
Steady Descent

Weight is split into 2 components:

  • W cos y acts perpendicular to the flight path and balances lift;
  • W sin y acts forward along the flight path, adding to Thrust to balance drag.

Lift is less than Weight: Lift only has to balance the component of weight which acts perpendicular to the flight path (L = W cos y).

Thrust is less than drag: Weight gives a forward component in the same direction as thrust.

For a power-on descent, we get the following formulas:

D = T + W sin y
T = D – W sin y
L = W cos y


With regards to this question,

  • L = W cos y
  • L = 104 500 N x cos 30 = 90 500 N

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