Glide Ratio: Observed Segments and Polar Points
Calculate an observed descending ground-glide ratio or compare supplied still-air polar points, with explicit speed, sink and measurement bases.
Use this result well
- Inputs that matter
- Horizontal ground distance (m), Measured altitude loss (m), Segment duration (s), Sources and assumptions, and 1 more
- Output to expect
- Observed ground glide ratio, Compare supplied still-air polar points
- Check the units and required inputs before comparing results.
- Keep the assumptions with a copied result so you can reproduce the calculation later.
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Reference & details
How it works
Updated September 2026
How it works
Updated September 2026Observed ground glide ratio
Summarize one measured descending segment using horizontal ground distance, height lost and duration. Wind and vertical air motion are included in the observation, so this is not the wing’s still-air L/D.
Observed ground ratio = horizontal distance / height lost; mean ground speed = distance/time; observed descent = height lost/time.Compare supplied still-air polar points
Calculate glide ratios at actual supplied speed/sink points and identify the best ratio and minimum sink among those points. No curve, unmeasured speed or optimum outside the table is invented.
Still-air ratio at each point = horizontal airspeed / positive sink rate.Updated: September 2026
Example Scenarios
Use the example to inspect the method and breakdown, then enter your own documented observations or equipment data.
→ 9:1 observed ground glide
Use the example to inspect the method and breakdown, then enter your own documented observations or equipment data.
→ 10.909091:1 best supplied still-air ratio
FAQ
About Glide Ratio: Observed Segments and Polar Points
Summarize one measured descending segment using horizontal ground distance, height lost and duration. Wind and vertical air motion are included in the observation, so this is not the wing’s still-air L/D. Calculate glide ratios at actual supplied speed/sink points and identify the best ratio and minimum sink among those points. No curve, unmeasured speed or optimum outside the table is invented.