sphere.cart.to.sphere.wedge: Convert from Cartesian to 'wedge' coordinates
In retistruct: Retinal Reconstruction Program
Description
Usage
Arguments
Value
Author(s)
Description
Convert points in 3D cartesian space to locations of points on
sphere in 'wedge' coordinates (psi, f). Wedges are
defined by planes inclined at an angle psi running through a
line between poles on the rim above the x axis. f is the
fractional distance along the circle defined by the intersection
of this plane and the curtailed sphere.
Usage
1
sphere.cart.to.sphere.wedge(P, phi0, R = 1)
Arguments
P
locations of points on sphere as N-by-3 matrix with
labelled columns "X", "Y" and "Z"
phi0
rim angle as colatitude
R
radius of sphere
Value
2-column Matrix of 'wedge' coordinates of points on
sphere. Column names are phi and lambda.
Author(s)
David Sterratt
retistruct documentation built on April 4, 2020, 5:08 p.m.
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Description Usage Arguments Value Author(s)
Description
Convert points in 3D cartesian space to locations of points on sphere in 'wedge' coordinates (psi, f). Wedges are defined by planes inclined at an angle psi running through a line between poles on the rim above the x axis. f is the fractional distance along the circle defined by the intersection of this plane and the curtailed sphere.
Usage
1 | sphere.cart.to.sphere.wedge(P, phi0, R = 1)
|
Arguments
P |
locations of points on sphere as N-by-3 matrix with labelled columns "X", "Y" and "Z" |
phi0 |
rim angle as colatitude |
R |
radius of sphere |
Value
2-column Matrix of 'wedge' coordinates of points on
sphere. Column names are phi and lambda.
Author(s)
David Sterratt
R Package Documentation
Browse R Packages
We want your feedback!
Note that we can't provide technical support on individual packages. You should contact the package authors for that.
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