This functions finds distance (in km) between two points on Earth using latitude-longitude coordinates of the two points. Distance is calculated using two distance funstions: Haversine and Pythagoran. The first output is based on Haversine function, which is more accurate especially for longer distances.
latlon1: latlon of origin point [lat lon]
latlon2: latlon of destination point [lat lon]
d1km: distance calculated by Haversine formula
d2km: distance calculated based on Pythagoran theorem
--Example 1, short distance:
%d1km approximately equal to d2km
--Example 2, longer distance:
d1km is significantly different from d2km (d2km is not able to work for longer distances).
M Sohrabinia (2020). LatLon distance (https://www.mathworks.com/matlabcentral/fileexchange/38812-latlon-distance), MATLAB Central File Exchange. Retrieved .
There are also the built in functions 'distance' and 'deg2km' which yield identical results to this function in all cases that I've tried
Thank you! It works great!
How to apply inputs
@Seb: decimal degrees as shown in the examples. Thanks for rating the code.
@Justin: thanks for the suggestions Justin, I will try to get back to this, have been away from Matlab for the last couple of years. I acknowledge I have not spent a lot work on handling the exceptions, the aim was to calculate the correct distance which I believe it does.
Just a question, are inputs in deg min sec or decimal degrees?
Straight forward. Handy function for GPS users
This code does what it says it should but there are two 2-minute changes to make it much better:
1) make all operations vectorized so you can put a list of lat,lon coordinates. Basically, add a "." before everything. Super easy and much better
2) Add a check for NaN's. If two points are too close, you get NaN when it should be zero. Very easy to do:
>> d1km(isnan(d1km)) = 0;
I hope this helps
Simple but effective. Does just what it needs to do.