haversine

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haversine

[′ha·vər‚sīn]
(mathematics)
The haversine of an angle A is half of the versine of A, or is ½(1- cos A). Abbreviated hav.
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For any two points (lat1, long1) and (lat2, long2) such that lat represents the latitude and long represents the longitude for each point, we can calculate the distance between the two using the haversine formula [Montavont and Noel (2006)].
And the Haversine function is given by haversin([delta]) = [sin.
degrees]C 50 35 Strain levels, % 5 to 9 5 to 9 Test environment Air Air Loading waveform Haversine pulse Haversine pulse Pulse frequency, Hz NA (1) 10 Strain rates, [sec.
We calculated patient to SNF distances using the Haversine formula (Sinnott 1984).
The distance was computed using the Haversine formula (see Sinnott, 1984) from the geographic coordinates for the population centroids computed by the Bureau of the census for the years 1960, 1970, 1980, and 1990.
Excitation waveforms such as sine, half sine, haversine, etc.