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Calcimator

Performance Landing Calculator

Landing ground roll and total distance corrected for density altitude, weight, wind, and runway condition.

About this calculator

Landing distance from the POH is only valid at the exact conditions it was tested under, so this calculator layers correction factors onto your reference ground roll and total distance (over a 50-foot obstacle) to match your actual day. It first derives pressure altitude from field elevation and altimeter setting, then density altitude from pressure altitude and the deviation between actual outside air temperature and the ISA-standard temperature at that pressure altitude — this density altitude drives a 5% distance increase per 1,000 feet, a gentler penalty than the corresponding takeoff correction because landing performance is less sensitive to reduced air density than the power-limited climb-out phase. Weight is corrected linearly (landing distance scales directly with weight, unlike takeoff distance which scales with weight squared, since kinetic energy on rollout is the dominant factor rather than lift-off speed squared), and Vref is adjusted for weight via a square-root relationship for the same aerodynamic reason best-glide speed scales that way. Wind correction is intentionally asymmetric: headwind shortens distance by about 3% per knot (floored so it can never reduce distance below 30% of the unwinded figure), while tailwind lengthens it by about 5% per knot, reflecting how much more tailwind hurts landing distance than headwind helps it.

Runway surface applies a further multiplier — 1.0 for dry pavement, 1.15 for wet, 1.45 for grass — to both ground roll and total distance over 50 feet. Runway gradient is handled more narrowly: it only adjusts ground roll (uphill shortens it, downhill lengthens it), since it changes deceleration during the rollout rather than the air distance flown down to the obstacle — the total distance over 50 feet and the factored distance carry no gradient correction. The factored distance applies the FAA's 1.67 safety multiplier to unfactored POH total distance — the dry-runway factor set out in Advisory Circular 91-79B, Aircraft Landing Performance and Runway Excursion Mitigation (which superseded the now-cancelled AC 91-79A in 2023 but carried the same 1.67 figure forward); compare that factored number, not the raw total, against available runway length, but add your own margin for a sloped runway since neither the total nor the factored distance accounts for gradient.

Inputs

ft
°F
lb
lb
ft
ft

Results

Ground roll (ft)

650

Total over 50 ft (ft)

1,596

Factored distance (ft)2,665
Density altitude (ft)7,400
Pressure altitude (ft)5,000
Adjusted Vref (KIAS)60.4
Weight factor0.86
Wind factor1

Figures current as of 2023. Source: FAA Advisory Circular 91-79B, Aircraft Landing Performance and Runway Excursion Mitigation (Aug. 28, 2023; supersedes AC 91-79A, which used the same 1.67 dry-runway factor)

How to Use This Calculator
  1. Enter field elevation (ft), outside air temperature (°C), and current altimeter setting (inHg).
  2. Set actual landing weight (lb) and the POH reference weight and ground roll distance.
  3. Review density altitude, pressure altitude, corrected ground roll (ft), and total landing distance over 50 ft.
  4. Compare factored landing distance (the dry-runway 1.67 safety factor from AC 91-79B) to available runway length, and add extra margin for wet, contaminated, or sloped runways since the wind and runway-condition factors already applied here don't include gradient.

How the result changes with Altimeter (inHg)

Altimeter (inHg)Ground roll (ft)Total over 50 ft (ft)
267651,879
277361,807
306481,590
316181,518

What each input means

Field elevation (ft)
Airport elevation above MSL.
Outside air temp (°C)
Actual outside air temperature.
Altimeter (inHg)
Current altimeter setting.
Landing weight (lb)
Aircraft weight at landing.
POH reference weight (lb)
Reference weight from POH landing charts.
POH ground roll (ft)
Ground roll from POH at SL, std day, calm wind.
POH total distance (ft)
Total distance over 50-ft obstacle from POH.
Headwind (kts, neg=tail)
Headwind component. Negative for tailwind.
Runway (0=dry,1=wet,2=grass)
0 = dry paved, 1 = wet paved (+15%), 2 = grass (+45%).
Runway gradient (%)
Positive = uphill (shorter landing); negative = downhill.
Vref (KIAS)
Reference approach speed at max gross weight.

What each result means

Ground roll (ft)
Estimated landing ground roll.
Total over 50 ft (ft)
Total distance from 50-ft obstacle to stop.
Factored distance (ft)
Total distance × 1.67 safety factor per AC 91-79B.
Density altitude (ft)
Effective altitude for performance.
Pressure altitude (ft)
Field elevation corrected for non-standard pressure.
Adjusted Vref (KIAS)
Approach speed adjusted for actual weight.
Weight factor
Weight correction multiplier.
Wind factor
Wind correction multiplier.

How this is calculated

Worked example, using the default values

  1. Identify Input Parameters
    4 parameters
    Field elevation (ft) = 5000, Outside air temp (°C) = 25, Altimeter (inHg) = 29.92, Landing weight (lb) = 2200 = 11 input(s) provided
  2. Calculate Ground roll
    Ground roll = refGroundRollFt * daFactor * weightFactor * windFactor * conditionFactor * gr...
    650 = 650
  3. Calculate Total over 50 ft
    Total over 50 ft = refTotalDistFt * daFactor * weightFactor * windFactor * conditionFactor
    1596 = 1596
  4. Calculate Factored distance
    Factored distance = totalDistance * 1.67
    2665 = 2665
  5. Calculate Density altitude
    Density altitude = pressureAltitude + 120 * tempDeviation
    7400 = 7400

Figures and sources

Engine last updated . Checked against 3 independently-derived tests — how we verify calculators. Built by Paul Gunder, a software engineer, not a licensed financial, medical, or legal professional.

Frequently Asked Questions

Why is the headwind benefit capped at reducing distance to 30% of the unwinded figure?

windFactor for a headwind is Math.max(0.3, 1 minus headwindKts times 0.03) — each knot of headwind trims about 3% off distance, but the calculator won't let that reduction push distance below 30% of what it would be at the same conditions with calm wind. Without that floor, a linear-percentage model would predict physically implausible near-zero landing distances at very high headwind speeds.

Why doesn't runway gradient affect the factored distance or the total distance over 50 feet?

gradientFactor is applied only to groundRoll, not to totalDistance or factoredDistance, because the model treats gradient as changing deceleration during the ground rollout specifically, not the air distance flown from 50 feet down to touchdown. That means on a sloped runway you should add your own separate margin when comparing factoredDistanceFt to available runway length, since neither of those two figures includes any gradient correction.

Why is the weight correction linear for landing but squared for takeoff calculators?

weightFactor here is a straight ratio, landingWeightLb divided by refWeightLb, because landing ground roll is dominated by dissipating kinetic energy during rollout, which scales linearly with weight for a given deceleration technique. Takeoff distance instead scales with weight squared because takeoff speed itself must rise with the square root of weight, and distance depends on velocity squared.

What's the difference between Total over 50 ft and Factored distance?

totalDistanceFt is the corrected distance from crossing a 50-foot obstacle to a full stop, built from the same POH reference figure and correction factors as ground roll. factoredDistanceFt multiplies that by 1.67, the dry-runway safety factor from FAA Advisory Circular 91-79B (Aircraft Landing Performance and Runway Excursion Mitigation, which replaced the older AC 91-79A in 2023 while keeping the same 1.67 figure) meant to cover less-than-ideal technique, so real-world planning should compare factoredDistanceFt — not the raw totalDistanceFt — against available runway length.

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