- Expected Glide Performance drives airfield suitability decisions and impacts the conduct of the approach and landing
- Ultimately, glide performance translates into options for gliders or aircraft in an engine-out situation
- The best glide speed provides the most distance for the least altitude lost
- Minimum sink speed provides the most time
- Optimial glide performance can only be attained when the aircraft is appropriately configured for best glide/minimum sink
- The glide ratio is the ratio between how far an aircraft travels against how much altitude lost
- An aircraft that travels 50' horizontally for every 10' of vertical altitude is said to have a glide ratio of 5 (50/10)
- Factors that impact glide distance include wind, configuration, and technique (i.e., not flying uncoordinated, increasing drag)
- Refer to POH for the best glide tables
- Note the best glide is at the highest lift-to-drag ratio, roughly halfway between Vx and Vy
- As an aircraft lightens (i.e., fuel burn), the best glide speed reduces as well
- Note that best glide is usually published for gross weight, and best glide will decrease as the aircraft's weight decreases
- Pitch for best glide by controlling the nose to achieve the published speed
- Without the published speed, point the nose in such a way as to keep the wings level; you may even need the pitch up
- Many single-engine twins can actually achieve the best glide speed by applying full nose-up trim
- No matter the technique, be mindful of stall conditions
- The minimum sink may not be in most POHs, but is generally a little slower than the best glide speed
- As a rule of thumb, any aircraft should be able to glide to a distance of approximately 45° down
- If when gliding, the point of intended landing is moving higher in the windscreen, the aircraft will land short
- If when gliding, the point of intended landing is moving lower in the windscreen, the aircraft has the glide performance necessary to make the intended point
- Understanding glide performance is a regular part of flying a glider
- Not so normal is thinking about how it applies in a powered aircraft when the power is no longer there
- Math helps pilots determine expected performance, allowing pilots to make better decisions from the start
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