How do you convert latitude and longitude to nautical miles?

How do you convert latitude and longitude to nautical miles?

At the equator for longitude and for latitude anywhere, the following approximations are valid: 1° = 111 km (or 60 nautical miles)

How many feet go into a mile?

5,280 Feet
Why Are There 5,280 Feet in a Mile?

How many hours is 1 nautical mile?

Today the international nautical mile is defined as exactly 1852 metres (6076 ft; 1.151 mi). The derived unit of speed is the knot, one nautical mile per hour….

Nautical mile
1 M, NM, or nmi in … … is equal to …
metre 1852
foot ≈6076
statute mile ≈1.151

How to convert latitude and longitude coordinates to degrees?

How to convert latitude and longitude coordinates? There are 60 minutes in a degree, and there are 60 seconds in one minute. That means that in one degree, there are 3600 seconds. When you realize that, the DMS to DD formula is obvious: Decimal degrees = Degrees + Minutes/60 + Seconds/3600

How to calculate latitude and longitude in Excel?

Enter latitude and longitude of two points, select the desired units: nautical miles (nm), statute miles (sm), or kilometers (km) and click Compute. Latitudes and longitudes may be entered in any of three different formats, decimal degrees (DD.DD), degrees and decimal minutes (DD:MM.MM) or degrees, minutes, and decimal seconds (DD:MM:SS.SS).

How are the distances of latitude and longitude constant?

Longitude lines converge so the distance of a degree , minute or second of longitude is not constant. However lines of latitude are parallels and hence the distances are constant 1 minute of latitude equals 1 nautical mile. (6080ft) . A mariner uses the Latitude scale on the chart to measure his distance.

How many km is one degree of latitude?

From this we can deduce that 90 degrees is approximately 10,000 km, so one degree of latitude is about 111.11 km. Longitude is a little more complex. As a first approximation, we can assume that the equitorial circumferebnce of the earth is about the same as the polar circumference.