integrand_homogeneous_distribution: integrand_homogeneous_distribution
In mstejner/j0j0r: Calculate the j0j0 terms in the fluctuation model of Bindslev 1996
Description
Usage
Arguments
Value
View source: R/distribution_tools.R
Description
function to calculate the integrand in an integral of a
distribution over all momentum space. The integral is carried out in
spherical coordinates. Therefore the distribution is here multiplied by
p^2. Also note the input p must be of order 1 and is scaled in the function
by distribution[["p_scale"]].
Usage
1
Arguments
p
numeric length ofmomentum vector: p = norm(c(p_perp, p_par)).
Of order 1.
distribution
list with the momentum distribution.
Value
numeric value of integrand at p
mstejner/j0j0r documentation built on May 23, 2020, 2:37 p.m.
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Description Usage Arguments Value
View source: R/distribution_tools.R
Description
function to calculate the integrand in an integral of a distribution over all momentum space. The integral is carried out in spherical coordinates. Therefore the distribution is here multiplied by p^2. Also note the input p must be of order 1 and is scaled in the function by distribution[["p_scale"]].
Usage
1 |
Arguments
p |
|
distribution |
|
Value
numeric value of integrand at p
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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