At a glance
- Low orbits are fast: the International Space Station travels at about 28,000 km/h.
- Higher orbits are slower and take longer, because gravity weakens with distance.
- At 35,786 km, one orbit matches Earth's spin, so a satellite seems to hang still in the sky.
- Four presets show orbits used for research, Earth observation, navigation and weather.
- The calculator assumes a circular orbit around a round Earth with no air drag.
Interactive tool
Orbit calculator
Choose a height above Earth to see how fast a satellite must travel and how long one lap takes.
Any height from 160 to 40,000 km.
- Orbital speed
- 7.67 km/sabout 27,600 km/h
- One orbit takes
- 1 h 33 min
- Orbits per day
- 15.6
- Distance per lap
- 42,600 km
Low Earth orbit: the busy neighbourhood of crewed stations, Earth-observation satellites and large constellations. Close to Earth means sharp pictures and quick signals.
Assumes a circular orbit around a round Earth with no air drag. Real orbits are often slightly oval, and Earth's shape and the Moon and Sun nudge them over time.
How to use this tool
- Drag the slider or type a height in kilometres, anywhere from 160 to 40,000 km.
- Or tap a preset: the International Space Station, Earth observation, satellite navigation or geostationary.
- Read the orbital speed in km/s and km/h, the time for one orbit and the number of orbits per day.
- Watch the small diagram to see how the orbit's size and pace change as you go higher.
How the orbit calculator works
An orbit is a kind of endless fall. A satellite is always being pulled towards Earth, but it is also moving sideways so fast that the ground curves away beneath it as quickly as it drops. The result is a path that keeps going round instead of coming down.
The calculator adds your chosen height to Earth's mean radius of 6,371 km to find the distance from Earth's centre. It then works out the one speed at which gravity's pull at that distance bends the path into a perfect circle. Divide the length of that circle by the speed and you have the time for one orbit. Divide a day by that time and you have orbits per day.
Why higher orbits are slower
Gravity weakens with distance. Twice as far from Earth's centre, the pull is only a quarter as strong, so a satellite needs less speed to stay on a circular path. That is why the International Space Station, about 400 km up, races along at about 7.7 km/s, while a geostationary satellite moves at less than half that pace.
Higher orbits are also longer journeys. A slower speed on a bigger circle adds up quickly: the station completes a lap in roughly 92 minutes, navigation satellites around 20,000 km up take about half a day, and a geostationary satellite takes 23 hours and 56 minutes. Try sliding from the lowest setting to the highest and watch the orbit time stretch.
What each preset orbit is used for
The four presets show some of the busiest neighbourhoods around Earth, each chosen because the height suits a particular job.
- International Space Station, about 400 km: a laboratory in low Earth orbit, continuously crewed since November 2000 and circling about 16 times a day.
- Earth observation, about 700 km: satellites that photograph and measure the planet, helping with farming, forests, water, weather, maps and disaster response.
- Satellite navigation, about 20,200 km: in medium Earth orbit, each satellite circles about twice a day, sending precise timing signals that phones, ships and tractors use to work out where they are.
- Geostationary, 35,786 km: above the equator, one orbit takes as long as Earth takes to spin once, so the satellite appears fixed in the sky. Weather satellites and satellite television dishes rely on this.
What the calculator leaves out
The calculator keeps things simple on purpose, so it is best read as a very good first guide rather than a planning tool for real satellites. Three things in particular make real orbits messier than a neat circle.
- Air drag: in very low orbits, a thin trace of atmosphere slowly saps a satellite's speed, so it sinks unless it is boosted. The International Space Station needs regular boosts for this reason.
- Elliptical orbits: many orbits are stretched ovals, and a satellite moves fastest at its closest point to Earth and slowest at its farthest.
- Earth's shape: the planet bulges slightly at the equator, and that uneven pull, along with tugs from the Moon and the Sun, gradually shifts orbits over time.
Orbits as infrastructure
Seen from the ground, satellites behave less like gadgets and more like roads, power lines or water pipes. They are built once, relied on every day and mostly noticed only when they are missing. The guide to satellites and orbits shows how much of daily life, from forecasts to maps, depends on them.
That is also why space interests long-term investors. Satellites take years to design, build and launch, they carry technical uncertainty, and they need licences and careful planning to share orbits safely. The plain-English guide to the future of investing in space looks at how investors think about these long time horizons, and the space economy explorer maps where satellites fit among everything else.
Keeping busy orbits tidy is part of the picture too. Software that predicts close approaches between satellites and plans small avoiding moves is one of the places where AI meets the space economy.
Nicole Junkermann's perspective
Nicole Junkermann has long argued that patient capital matters for deep technology, and orbits are a good illustration. A constellation of satellites may take many years to come together, yet once it works it can quietly support farmers, forecasters and emergency teams for a long time.
In her view, the systems most worth building are the ones people can rely on without thinking about them. As she puts it on her website, "I invest in infrastructure that builds trust". She tends to ask the same question of satellites as of AI: who on the ground benefits, and can they trust what it tells them?
To keep exploring, try the signal delay calculator to see how long messages take to cross space, or work out your weight and age on other planets.
Frequently asked questions
What does an orbit calculator show?
An orbit calculator shows how fast an object must travel to stay in a circular orbit at a given height, how long one lap takes and how many laps fit into a day. This one covers heights from 160 to 40,000 km above Earth. It is a simplified model that ignores air drag and Earth's slightly squashed shape.
How fast does the International Space Station travel?
The International Space Station orbits about 400 km above Earth at roughly 28,000 km/h, or about 7.7 km/s. At that speed it circles the planet in roughly 92 minutes, which adds up to about 16 orbits a day. Its crew can see around 16 sunrises and sunsets every 24 hours.
Why do satellites in higher orbits move more slowly?
Earth's gravity weakens with distance, so a satellite farther away needs less speed to keep curving around the planet. Its path is also much longer. Together these make high orbits both slower and far longer to complete than low ones.
What is a geostationary orbit?
A geostationary orbit sits 35,786 km above the equator. A satellite there takes 23 hours and 56 minutes for one orbit, the same time Earth takes to spin once, so it appears to stay fixed over one spot. That makes it ideal for watching the weather and for satellite television.
How much speed does it take to reach orbit?
Close to Earth, a satellite needs about 7.8 km/s to stay in orbit, and escaping Earth's pull altogether takes about 11.2 km/s from the surface. A rocket must also climb through the air and fight gravity on the way up, which the guide to how rockets work explains step by step.
How does Nicole Junkermann see satellites and orbits?
Nicole Junkermann sees satellites as long-horizon infrastructure, much like roads or power lines, that supports farming, weather forecasting, maps and emergency response. She has long argued that patient capital matters for deep technology of this kind, and that the most valuable systems are the ones people can trust.