stress_paths | R Documentation |
Construct \sigma_{Hmax}
lines that are
following small circles, great circles, or loxodromes of an Euler pole for
the relative plate motion.
eulerpole_paths(x, type = c("sc", "gc", "ld"), n = 10, angle = 45, cw)
eulerpole_smallcircles(x, n = 10)
eulerpole_greatcircles(x, n = 10)
eulerpole_loxodromes(x, n = 10, angle = 45, cw)
x |
Either an object of class |
type |
Character string specifying the type of curves to export. Either
|
n |
Number of equally spaced curves; |
angle |
Direction of loxodromes; |
cw |
logical. Sense of loxodromes: |
Maximum horizontal stress can be aligned to three types of curves related to relative plate motion:
Lines that have a constant distance to the Euler pole.
If x
contains angle
, output additionally gives absolute
velocity on small circle (degree/Myr -> km/Myr).
Paths of the shortest distance between the Euler pole and its antipodal position.
Lines of constant bearing, i.e. curves cutting small circles at a constant angle.
sf
object
Tobias Stephan
data("nuvel1")
por <- subset(nuvel1, nuvel1$plate.rot == "na") # North America relative to
# Pacific plate
eulerpole_smallcircles(por)
eulerpole_greatcircles(por)
eulerpole_loxodromes(x = por, angle = 45, n = 10, cw = FALSE)
eulerpole_loxodromes(x = por, angle = 30, cw = TRUE)
eulerpole_smallcircles(data.frame(lat = 30, lon = 10))
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