Which of the following speeds would you use to calculate the required rate of descent to follow a set glidepath in still air conditions?
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The required rate of descent to maintain a particular glidepath (usually 3° where possible) is based solely on the aircraft's groundspeed. For instance, the calculation to determine the required rate of descent is ground speed multiplied by descent gradient (in percent). Therefore, for a 3° glidepath, the gradient is 5%, and the required rate of descent is 5 times the groundspeed. For example, an aircraft on the approach at 150 kt GS should descend at 750 ft/min to maintain a 3° descent angle.
In still air conditions, the ground speed is equal to the TAS (True Airspeed), so this can be used instead.
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