rust-roche 0.1.2

Rust translation of Tom Marsh's cpp-roche package for modelling Roche distorted stars/binary systems.
Documentation 
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// Speed of light, MKS, (exact value)
pub const C: f64 = 2.99792458e8;  

// Planck's constant, MKS
pub const H: f64 = 6.6262e-34;

// Boltzmann's constant, MKS
pub const K: f64 = 1.3806e-23; 


///
/// Computes the Planck function Bnu = (2 h \nu^3/c^2)/(exp(h \nu/kT) - 1)
///  as a function of wavelength and temperature. Output units are W/m**2/Hz/sr.
///
/// Arguments:
/// 
/// * `wave`: wavelength in nanometres
/// * `temp`: temperature in K
///
pub fn planck(wave: f64, temp: f64) -> f64 {

    let fac1: f64 = 2.0e27*H*C;
    let fac2: f64 = 1.0e9*H*C / K;

    let exponent: f64 = fac2/(wave*temp);
    if exponent > 40.0 {
        fac1*((-exponent).exp())/(wave*wave*wave)
    } else {
        fac1/exponent.exp_m1()/(wave*wave*wave)
    }
}


///
/// Computes the logarithmic derivative of the Planck function Bnu wrt
/// wavelength (i.e. d ln(Bnu) / d ln(lambda)) as a function of wavelength and temperature
///
/// Arguments:
/// 
/// * `wave`: wavelength in nanometres
/// * `temp`: temperature in K
///
pub fn dplanck(wave: f64, temp: f64) -> f64 {

    let fac2: f64 = 1.0e9*H*C / K;

    let exponent: f64 = fac2/(wave*temp);
    exponent/(1.0 - -exponent.exp()) - 3.0
}


///
/// Computes the logarithmic derivative of the Planck function Bnu wrt
/// T (i.e. d ln(Bnu) / d ln(T)) as a function of wavelength and temperature
///
/// Arguments:
/// 
/// * `wave`: wavelength in nanometres
/// * `temp`: temperature in K
///
pub fn dlpdlt(wave: f64, temp: f64) -> f64 {

    let fac2: f64 = 1.0e9*H*C / K;

    let exponent: f64 = fac2/(wave*temp);
    exponent /(1.0 - (-exponent).exp())
}