gzAzimuth | R Documentation |
The function finds azimuth values for geographical coordinates given as decimal degrees from the from
coordinates to the to
coordinate. In function trackAzimuth
, the azimuth values are found between successive rows of the input coordinate matrix.
gzAzimuth(from, to, type = "snyder_sphere")
trackAzimuth(track, type="snyder_sphere")
from |
a two column matrix of geographical coordinates given as decimal degrees (longitude first) |
track |
a two column matrix of geographical coordinates given as decimal degrees (longitude first) |
to |
a one row, two column matrix or two element vector of geographical coordinates given as decimal degrees (longitude first) |
type |
default is |
The azimuth is calculated on the sphere, using the formulae given by Snyder (1987, p. 30) and Abdali (1997, p. 17). The examples use data taken from Abdali (p. 17–18). There is a very interesting discussion of the centrality of azimuth-finding in the development of mathematics and mathematical geography in Abdali's paper. Among others, al-Khwarizmi was an important contributor. As Abdali puts it, "This is a veritable who's who of medieval science" (p. 3).
values in decimal degrees - zero is North - of the azimuth from the from
coordinates to the to
coordinate.
Roger Bivand, with contributions by Sebastian Luque
Snyder JP (1987) Map projections - a working manual, USGS Professional Paper 1395; Abdali SK (1997) "The Correct Qibla", formerly at http://patriot.net/users/abdali/ftp/qibla.pdf
name <- c("Mecca", "Anchorage", "Washington")
long <- c(39.823333, -149.883333, -77.0166667)
lat <- c(21.423333, 61.2166667, 38.9)
x <- cbind(long, lat)
row.names(x) <- name
crib <- c(-9.098363, 56.575960)
r1 <- gzAzimuth(x[2:3,], x[1,])
r1
all.equal(r1, crib)
r2 <- gzAzimuth(x[2:3,], x[1,], type="abdali")
r2
all.equal(r2, crib)
trackAzimuth(x)
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