
Build an orientation distribution for stored TMM post-processing
Source:R/tmm-orientation.R
tmm_orientation_distribution.RdCreates a validated set of incident angles and normalized weights that can be
reused by tmm_average_orientation or
tmm_products. The distributions
defined here are distributions in theta_body itself rather than isotropic
solid-angle distributions.
Usage
tmm_orientation_distribution(
distribution = c("uniform", "normal", "truncated_normal", "quadrature", "pdf"),
theta_body = NULL,
weights = NULL,
pdf = NULL,
phi_body = pi,
mean_theta = pi/2,
sd_theta = pi/12,
lower = 0,
upper = pi,
n_theta = 91
)Arguments
- distribution
Orientation-distribution type. One of
"uniform","normal","truncated_normal","quadrature", or"pdf".- theta_body
Optional numeric vector of incident polar angles (radians). Required for the
"quadrature"and"pdf"pathways.- weights
Optional numeric quadrature weights paired with
theta_bodyfordistribution = "quadrature".Optional user-supplied density over
theta_bodyfordistribution = "pdf". This can be either a numeric vector the same length astheta_bodyor a function evaluated attheta_body.- phi_body
Incident azimuth angle(s) (radians). Either scalar or the same length as the resolved
theta_bodygrid.- mean_theta
Mean angle (radians) for the normal-family distributions.
- sd_theta
Standard deviation (radians) for the normal-family distributions.
- lower
Lower bound (radians) for the uniform and truncated-normal distributions.
- upper
Upper bound (radians) for the uniform and truncated-normal distributions.
- n_theta
Number of grid points for the analytic distributions.
Examples
tmm_orientation_distribution(
distribution = "uniform",
lower = pi / 3,
upper = 2 * pi / 3,
n_theta = 7
)
#> theta_body phi_body weights distribution
#> 1 1.047198 3.141593 0.08333333 uniform
#> 2 1.221730 3.141593 0.16666667 uniform
#> 3 1.396263 3.141593 0.16666667 uniform
#> 4 1.570796 3.141593 0.16666667 uniform
#> 5 1.745329 3.141593 0.16666667 uniform
#> 6 1.919862 3.141593 0.16666667 uniform
#> 7 2.094395 3.141593 0.08333333 uniform