Astrophysics (Index)About

radiative transfer

(RT)
(energy transfer in the form of electromagnetic radiation)

Radiative transfer is the transfer of energy via electromagnetic radiation (EMR) through a gas or plasma, in particular, for a gas not so transparent that EMR merely misses all impediments. For such a less-than-transparent gas, absorption, emission, and scattering by the constituent particles (e.g., atoms) are basic to the process. The common method of analyzing and describing radiative transfer (radiative transfer model) is to consider the resulting radiance (aka intensity), the rate of energy flowing at a given time through a given area at a given location. Spectral radiance is the radiance at a given wavelength. An equation of radiative transfer (RTE) is devised to characterize the process, relating the transmission of energy to quantities that characterize the likelihood of absorption, emission, and scattering.

Two areas of science in which radiative transfer is relevant stellar models and models of Earth atmosphere, particularly wavelengths at which it is opaque, i.e., wavelengths not within atmospheric windows.


(physics,EMR)
Further reading:
https://en.wikipedia.org/wiki/Radiative_transfer
https://en.wikipedia.org/wiki/Radiance
https://www.ita.uni-heidelberg.de/~dullemond/lectures/radtrans_2012/Chapter_4.pdf
https://home.ifa.hawaii.edu/users/kud/teaching_12/5_Atomic_radiation_processes.pdf

Referenced by pages:
absorption
atmospheric model
beam
code
Compton scattering
convection zone
cooling function
cross section
DISORT
emission
emission coefficient (j)
energy density
equation of radiative transfer (RTE)
giant star
Hyperion
intensity
kappa mechanism (κ-mechanism)
mean free path
RADEX
radiance
radiation hydrodynamics (RHD)
radiation zone
radiative transfer code (RT code)
radiative transfer model (RTM)
random walk
scattering
self-absorption
source function (S)
stellar structure
surface brightness (SB)
synchrotron radiation
thermodynamic equilibrium (TE)
Thomson scattering
Turtlebeach
two-stream approximation
white dwarf (WD)

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