ILS Glideslope Height Calculator

On a straight 3° ILS, height above the runway is threshold crossing height plus the distance to the threshold times the tangent of the path angle. This page does that conversion in both directions, optionally corrects a DME that sits past the threshold, and, if you enter a groundspeed, shows the descent rate that stays on the path. It is a geometric check, not a substitute for the published approach procedure or a barometric altimeter.

Default path is 3.00° with a 50 ft threshold crossing height, the common U.S. ILS figures. Distance is to the landing threshold unless you mark it as DME and enter an antenna offset.

Results

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Height equals TCH plus distance times tan θ

A published ILS glideslope is a straight line in space that crosses the landing threshold at the threshold crossing height (TCH) printed on the approach chart, typically about 50 or 55 feet for a 3.00° path in the United States. If x is the distance to the threshold and θ is the path angle,

h = TCH + x tan θ.

At 3.00°, tan θ is 318.4 feet per nautical mile (using 1 NM = 1,852 / 0.3048 ft), so one mile from the threshold on a 50-foot TCH you are about 368 feet above the runway. The same identity inverted is the distance for a given height. A DME located past the threshold reads a slightly larger range than x; entering that offset subtracts it before the tangent is applied. Descent rate on a constant path is groundspeed times feet per nautical mile, divided by 60 — the same identity used on this site’s descent-rate calculator. A visual descent point, by contrast, is a plan-view fix, covered separately on the VDP page.

What the geometry does not capture

The real beam is a hyperbolic locus of a constant-difference signal, approximated as a straight line only near the runway. Terrain, a displaced threshold, and a non-standard TCH all change the number you should fly. Use the published glide path, TCH, and minima; this page does not replace a DA, an RA, or a PAPI. A 3° path at 90 knots is about 478 fpm, a little steeper than the familiar “groundspeed × 5” rule of 450 fpm, which assumes a slightly shallower angle.

Sources

Frequently asked questions

Why is a 3° slope 318.4 ft per NM, not 300?

A 3° angle is a 5.24 percent grade, and one nautical mile is 6,076.12 feet, so the rise is 6,076.12 × tan 3° ≈ 318.4 ft. The “300 ft/NM” memory item is a rough 3-percent stand-in, not the ILS figure.

Should I use DME or distance to the threshold?

The formula uses distance to the landing threshold. If you only have a DME that sits past the threshold, enter the published antenna offset and check “Distance is DME” so the page subtracts it.

Is this a DA or a visual descent point?

No. Decision altitude comes from the approach chart. A VDP is a plan-view point for the missed-approach point; this page only converts a straight path into a height.