Travel calculators

As The Crow Flies Distance Calculator

Updated Aug 7, 2026 By Jehan Wadia
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Start & End Locations
    Type at least 3 characters for suggestions, or paste a "lat, lon" pair.
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      Type at least 3 characters for suggestions, or paste a "lat, lon" pair.
      Resolved as:
      Interactive Map
      Click the map to place your start point (green), then click again to place your destination (red). Next click sets: start point.
      Map summary: no locations selected yet.
      Crow-Flies (Great-Circle) Distance
      Miles
      Kilometres
      Nautical miles
      Compass rose Needle pointing in the initial travel direction N E S W
      Initial bearing
      Great-circle midpoint
      Angular separation
      Share of Earth's circumference
      Distance computed with the Haversine formula on a spherical Earth (mean radius R = 6,371 km); input coordinates are WGS 84 latitude/longitude. Conversions: 1 km = 0.621371 mi = 0.539957 nmi.
      Driving Distance
      Detour Percentage
      Time Zones
      Elevation
      Straight Line vs. Road Distance
      Step-by-Step Solution

      Introduction

      The As The Crow Flies Distance Calculator tells you the straight-line distance between any two places on Earth. A crow does not follow roads. It flies straight. This tool measures that same straight path, also called the great-circle distance.

      Type in two cities, addresses, or landmarks. You can also click two spots on the map or paste latitude and longitude. The calculator then shows the distance in miles, kilometers, and nautical miles. It also gives you the compass direction to travel, the midpoint between the two places, and how much of the Earth's circumference your trip covers.

      You get more than one number. The tool pulls in the real driving distance and drive time, then shows how much longer the road trip is than the crow-flies path. This is called the detour percentage. You can also see the time zone gap and the elevation at both spots. A chart compares the straight line and the road side by side.

      Want to know how the math works? A step-by-step solution shows every part of the Haversine formula with your own numbers filled in. This helps students, pilots, hikers, planners, and anyone curious about how far apart two places really are.

      How to use our As The Crow Flies Distance Calculator

      Enter a start point and an end point, and the calculator shows the straight-line distance between them in miles, kilometers, and nautical miles, plus the bearing, midpoint, driving distance, time zones, and elevation.

      Quick examples: Tap a button like "New York → London" to load a sample trip and see the results right away.

      From (start location): Type a city, address, or landmark and pick a match from the drop-down list. You can also paste coordinates like 40.71, -74.01. Click the crosshair button to use your own location.

      To (end location): Type your destination the same way, choose a suggestion, or paste its latitude and longitude. The crosshair button works here too.

      Interactive map: Click the map to drop your green start pin, then click again to drop the red end pin. The dashed line shows the crow-flies path. Use the Fullscreen button for a bigger view.

      Calculate, Swap, and Clear: Press Calculate to run the numbers. Swap flips the start and end points. Clear resets everything so you can start over.

      Chart distance unit: Pick miles, kilometers, or nautical miles to change the units in the straight line vs. road distance chart.

      What "As the Crow Flies" Means

      "As the crow flies" is the straight-line distance between two places. It is the shortest path from point A to point B, measured over the Earth's curved surface. Roads, rivers, and mountains are ignored. A crow can fly right over them, so the saying stuck. On a flat grid, the same idea is handled by the distance formula.

      Why It Is Called the Great-Circle Distance

      The Earth is round, so a "straight line" on a globe is really a curve. That curve is called a great circle. It is the biggest circle you can draw around a sphere, like the equator. Any two spots on Earth sit on one great circle, and the shorter arc between them is the crow-flies distance. This is why long flights look bent on a flat map. The plane is not making a detour. It is following the shortest real path. If you want the length of that arc on a smaller circle, an arc length calculator handles the same geometry.

      The Haversine Formula

      Crow-flies distance is found with the Haversine formula. It takes the latitude and longitude of both points, turns those degrees into radians, and works out the angle between the two spots as seen from the center of the Earth. That angle is then multiplied by the Earth's mean radius, about 6,371 km (3,959 miles), to get the distance. On a flat plane, the same job is done by the Pythagorean theorem.

      • Latitude tells how far north or south a place is.
      • Longitude tells how far east or west it is.
      • The result works anywhere on Earth, even across oceans.

      Straight Line vs. Driving Distance

      Driving distance is almost always longer than crow-flies distance. Roads bend around hills, lakes, private land, and city blocks. The gap between the two numbers is called the detour percentage. In flat places with a direct highway, the detour is often only 10–20%. In mountains, around big bays, or where roads are few, it can be 50% or more. If two places are split by an ocean, there is no driving route at all, but the crow-flies distance still exists. To turn road miles into a schedule and a budget, try the drive time calculator, the fuel cost calculator, and the toll calculator. For a full trip plan across several stops, the travel distance calculator is a good next step.

      Bearing and Midpoint

      The initial bearing is the compass direction you would face at the start to head straight toward the other point. It is given in degrees, where 0° is north, 90° is east, 180° is south, and 270° is west. On a long trip the bearing slowly changes as you move along the curve, so it is only the starting heading. The midpoint is the halfway spot along that great-circle path. It is handy when two people want to meet in the middle. For coordinates on a plain x-y grid, use the midpoint calculator, and see the angle calculator for working with degrees.

      Common Uses

      Distance Units

      Distance is shown three ways. Miles are common in the United States and the United Kingdom. Kilometers are used in most other countries. Nautical miles are used in air and sea travel because one nautical mile equals one minute of latitude. To convert: 1 kilometer = 0.621371 miles = 0.539957 nautical miles. For other unit swaps, see the meters to feet calculator and the cm to inches calculator.

      How Exact Is It?

      The Haversine formula treats Earth as a perfect ball. Earth is really a little wider at the equator than pole to pole, so results can be off by up to about 0.5%. On a 3,000-mile trip that is roughly 15 miles. You can size up that gap with the percent error calculator. For travel planning, radius rules, and general use, that is plenty close. Surveyors and navigators who need extra precision use the Vincenty formula, which models Earth as a squashed sphere. Once you have a distance, the speed distance time calculator turns it into a travel time estimate.


      Formulas used

      Haversine term a
      a = \sin^2\!\left(\frac{\Delta\varphi}{2}\right) + \cos\varphi_1\cos\varphi_2\sin^2\!\left(\frac{\Delta\lambda}{2}\right)
      Central angle
      c = 2\,\operatorname{atan2}\!\left(\sqrt{a},\ \sqrt{1-a}\right)
      Great-circle (crow-flies) distance
      d = R\,c,\qquad R = 6371\ \text{km}
      Unit conversions
      d_{\text{mi}} = d_{\text{km}} \times 0.621371,\qquad d_{\text{nmi}} = d_{\text{km}} \times 0.539957
      Initial bearing
      \theta = \left(\operatorname{atan2}\!\big(\sin\Delta\lambda\cos\varphi_2,\ \cos\varphi_1\sin\varphi_2 - \sin\varphi_1\cos\varphi_2\cos\Delta\lambda\big) \times \tfrac{180}{\pi} + 360\right) \bmod 360
      Great-circle midpoint
      \varphi_m = \operatorname{atan2}\!\left(\sin\varphi_1 + \sin\varphi_2,\ \sqrt{(\cos\varphi_1 + B_x)^2 + B_y^2}\right),\quad \lambda_m = \lambda_1 + \operatorname{atan2}(B_y,\ \cos\varphi_1 + B_x)
      Detour percentage (road vs straight line)
      \text{Detour}\ (\%) = \frac{d_{\text{road}} - d_{\text{crow}}}{d_{\text{crow}}} \times 100
      Share of Earth's circumference
      P = \frac{d}{2\pi R} \times 100\%

      Frequently asked questions

      Do I have to type an address, or can I just use coordinates?

      Both work. Paste a latitude and longitude pair like 40.71, -74.01 and the tool uses it right away. Use decimal degrees, with a comma or a space between the two numbers. South and west values get a minus sign.

      Why can't I find my address in the drop-down list?

      Type at least 3 letters and give it a second to load. If it still misses, try a simpler search, like the city and country instead of a full street address. You can also click the spot on the map or paste the coordinates.

      Why does the path on the map look curved?

      The dashed line is a great circle, the true shortest path over a round Earth. Flat maps stretch the top and bottom of the world, so that straight path looks bent. The distance shown is still the shortest one.

      What is the orange dot on the map?

      That is the midpoint, the halfway spot along the crow-flies path. It is useful when two people want to meet in the middle. Hover or tap it to see its coordinates.

      Does swapping the start and end change the distance?

      No. The distance is the same both ways. The bearing changes, though, because you now face the other direction. It is usually not an exact 180-degree flip, since the path curves on a round Earth.

      Why is there no driving distance for my trip?

      There is no road route between the two points. This happens across oceans, between islands, or when the routing service cannot connect them. The crow-flies distance still shows, but the detour percentage needs a road route, so it stays blank.

      Is the drive time based on live traffic?

      No. It is a free-flow estimate built from posted speed limits. Real trips take longer in rush hour, bad weather, or with stops. Treat it as a best-case time.

      What does angular separation mean?

      It is the angle between your two points as seen from the center of the Earth. Two spots 1 degree apart are about 69 miles (111 km) apart on the surface. The tool shows the angle in degrees and radians.

      What does share of Earth's circumference tell me?

      It shows how much of one full lap around the Earth your trip covers. A full lap is about 24,901 miles (40,030 km). So 25% means your straight-line trip is one quarter of the way around the planet.

      What is the longest possible crow-flies distance?

      About 12,450 miles (20,015 km). That is half a lap around the Earth, the distance between two points on exact opposite sides of the globe. Nothing can be farther apart than that.

      Does elevation change the distance result?

      No. The distance is measured across the surface at sea level, so hills and valleys are ignored. The elevation card is just extra info about how high each point sits, plus the climb or drop between them.

      Why does a time zone say approximate?

      The time zone service was busy or unreachable, so the tool guessed the offset from longitude. That guess is close but can be off near zone borders or in places with unusual rules. Try again in a moment for the exact zone name.

      Can I use this to check a rule like within 25 miles?

      Yes. Most school, job, and insurance radius rules are measured in a straight line, which is exactly what this tool gives. Check the miles number, not the driving distance.

      Why does another app show a slightly different distance?

      Different tools use different Earth radius values and formulas. This one uses Haversine with a mean radius of 6,371 km. Gaps are usually well under 1%, so a few miles on a long trip is normal.

      Does the tool work for short trips across one town?

      Yes. It works at any scale, from a few blocks to across the planet. On short trips the answer is very close to a flat straight-line measure, since the curve of the Earth barely matters.

      The location button did nothing. What went wrong?

      Your browser must ask for permission first. If you blocked it, allow location in your browser settings and try again. Some devices also need GPS turned on. You can always type the place instead.

      How do I switch the chart to kilometers?

      Use the Chart distance unit menu above the chart and pick kilometers or nautical miles. The bars and labels update at once. The main result cards always show all three units.

      How do I close the fullscreen map?

      Press the Exit fullscreen button in the top right, or hit the Escape key. The map goes back to its normal size and keeps both pins.

      What happens if I pick the same spot twice?

      The distance shows as 0 and there is no real bearing to report. Move one pin, or type a different place, to get a useful result.

      Can I use this on a phone?

      Yes. The map, inputs, and chart all resize for small screens. Tap the map to drop pins, and swipe the quick example buttons sideways to see more sample trips.