How far away can you see a mountain?
Geometry lets you see a big mountain from a long way off: a 4,000 m summit can stay above the horizon nearly 250 km away. In practice haze is the usual limit, and most days distant peaks fade out somewhere between 50 and 150 km. The Earth's curve still matters at those distances, hiding the lower few hundred meters of a mountain 100 km away.
Three things set the limit
- The curve of the Earth drops the ground away below a straight line from your eye. It hides the bottom of a distant mountain and, far enough away, the whole thing.
- Refraction bends light slightly downward as it passes through the atmosphere, so you see a little "around" the curve. Surveyors usually model it with a coefficient of about 0.13, which is equivalent to an Earth about 15% larger.
- Haze scatters light. On most days this, not geometry, is what makes distant ranges disappear.
How far away the horizon is
The distance to your horizon depends only on how high your eye is. For a height h in meters, it's roughly 3.57 × √h kilometers without refraction, and about 3.83 × √h with it. Here it is worked out for some useful heights:
| Eye height | Horizon, geometric | Horizon, with refraction |
|---|---|---|
| 2 m | 5 km | 5 km |
| 10 m | 11 km | 12 km |
| 100 m | 36 km | 38 km |
| 500 m | 80 km | 86 km |
| 1,000 m | 113 km | 121 km |
| 2,000 m | 160 km | 171 km |
| 3,000 m | 196 km | 210 km |
| 4,000 m | 226 km | 242 km |
| 8,849 m | 336 km | 360 km |
A tall summit can be visible beyond your horizon, because it has its own horizon too. If you're standing on a beach, eye about 2 m up, and a peak's top is 4,000 m up, the two horizon distances add: about 5 km for you plus about 242 km for the summit, so roughly 247 km before the very top sinks out of sight.
How much of a mountain the curve hides
This table shows how much of a distant mountain sits below your horizon, with standard refraction included. The middle column is a person standing on low ground; the last column is the view from a 1,000 m ridge.
| Distance | Hidden, eye at sea level | Eye at 2 m | Eye at 1,000 m |
|---|---|---|---|
| 10 km | 7 m | 1 m | 0 m |
| 25 km | 43 m | 26 m | 0 m |
| 50 km | 171 m | 136 m | 0 m |
| 80 km | 437 m | 380 m | 0 m |
| 100 km | 683 m | 611 m | 0 m |
| 150 km | 1,536 m | 1,427 m | 57 m |
| 200 km | 2,731 m | 2,585 m | 426 m |
| 300 km | 6,145 m | 5,925 m | 2,187 m |
Two things stand out. At 50 km, the curve already hides about 136 meters from someone standing on low ground, enough to make a mountain look noticeably shorter than its height. And height helps enormously: from a 1,000 m ridge, a mountain 100 km away is hardly hidden at all, which is why summit panoramas reach so much farther than valley views.
Haze: the limit you actually meet
Meteorologists measure visibility as the distance at which a dark object can still be made out against the sky. In very clean, dry air it can exceed 200 km; in a humid summer valley it can be 20 km or less. Contrast fades with distance, so far ranges go pale blue and then vanish into the sky even when geometry says they're above the horizon. The best long views come after a cold front clears the air, or early on winter mornings.
The record sightlines
People do push this to the limit. In 2016 Marc Bret photographed Pic Gaspard in the French Alps from Pic de Finestrelles in the Pyrenees, 443 km away, using a long zoom at dawn. Guinness World Records now lists a longer one: 493.07 km, photographed by Richard Jezik in Turkey in December 2024. Both relied on cold, clear air and a precisely calculated alignment between two high points.
What this means for identifying a peak
Distance changes what a mountain looks like. A far peak looks lower than its true height because its base is hidden, and a nearer, smaller summit can easily appear taller. When you're matching a skyline against a map, work out the distance first; our map and compass guide shows how. The same geometry decides which mountains are visible from where you stand at all, and it's why a peak's height alone tells you less than its prominence about how much it stands out.
How Mountain Identifier: Peaks uses this
The tables above use the same model as the app: an Earth radius of 6,371 km and a refraction coefficient of 0.13. The live view applies it to every summit within 80 km of you, places each label at the height the peak should appear, and hides peaks that fall below the terrain in between.
The 3D panorama uses the same correction out to 120 km. Apps with longer ranges exist; ours stops at 80 km in the live view because beyond that, haze usually wins anyway. The live view is part of the Pro subscription.
Frequently asked questions
How far can you see from the top of Mount Everest?
The geometric horizon from 8,849 m is about 336 km, and refraction pushes it a little farther. Other high Himalayan peaks rise above that horizon, so the farthest summit visible from Everest can be well beyond it.
Why do distant mountains look blue?
Air scatters blue light more than red. The farther away a mountain is, the more air sits between you and it, so more scattered blue light is added and the mountain's own colors fade. Painters call it aerial perspective.
What is the longest line of sight ever photographed?
Guinness World Records lists 493.07 km, photographed by Richard Jezik in Turkey in December 2024. The best-known earlier record was a 443 km shot of Pic Gaspard in the French Alps from the Pyrenees, taken in 2016.
Does refraction make mountains look taller?
Slightly. Light bends downward as it passes through denser air near the ground, so a distant summit appears a little higher than straight-line geometry predicts. On cold, still mornings the effect can be much stronger and very variable.
Point your phone at it
Mountain Identifier: Peaks labels the peaks in your camera view with name, elevation and distance, and hides the ones a nearer ridge blocks. Free to download; identification is part of Pro.
Last reviewed 2026-10-09. Peak data © OpenStreetMap contributors (ODbL).
Related guides
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