AbstractAn exact formulation for the radiative flux and the emissive power is presented for a two-dimensional, finite, planar, absorbing-emitting, gray medium in radiative equilibrium. Exact expressions are obtained for a medium subjected to the following types of boundary conditions: (A) cosine varying collimated radiation, (B) a strip of collimated radiation, (C) cosine varying diffuse radiation, and (D) a uniform temperature strip. The solution for the cosine varying collimated radiation model is used to construct the solutions for the other boundary conditions. The two-dimensional equations are reduced to one-dimensional equations by the method of separation of variables
AbstractAn exact formulation for the source function, the radiative flux, and the intensity is prese...
An exact formulation for the source function, the radiative flux, and the intensity is presented for...
The source function, radiative flux, and intensity at the boundaries are calculated for a two-dimens...
An exact formulation for the radiative flux and the emissive power is presented for a two-dimensiona...
The influence of spatial fluctuations in the incident radiation on the flux at the boundaries of a t...
Exact expressions are presented for the emissive power at the boundaries of a two- dimensional, fini...
Exact numerical solutions are presented for the radiative flux and emissive power at the boundary of...
Exact numerical results are presented for the emissive power and radiative flux at the boundary of a...
An exact formulation is presented for a nongray two-dimensional, finite, planar, absorbing-emitting ...
An exact formulation is presented for a nongray two-dimensional, finite, planar, absorbing-emitting ...
Nongray radiation transfer has been studied in a two-dimensional medium taking into account the wind...
Exact formulations are presented for the source function, intensity and flux for a two-dimensional, ...
Exact formulations are presented for the source function, intensity and flux for a two-dimensional, ...
Exact formulations are presented for the source function, intensity and flux for a two-dimensional, ...
The emissive power and radiative flux at the boundaries are calculated for a two-dimensional, finite...
AbstractAn exact formulation for the source function, the radiative flux, and the intensity is prese...
An exact formulation for the source function, the radiative flux, and the intensity is presented for...
The source function, radiative flux, and intensity at the boundaries are calculated for a two-dimens...
An exact formulation for the radiative flux and the emissive power is presented for a two-dimensiona...
The influence of spatial fluctuations in the incident radiation on the flux at the boundaries of a t...
Exact expressions are presented for the emissive power at the boundaries of a two- dimensional, fini...
Exact numerical solutions are presented for the radiative flux and emissive power at the boundary of...
Exact numerical results are presented for the emissive power and radiative flux at the boundary of a...
An exact formulation is presented for a nongray two-dimensional, finite, planar, absorbing-emitting ...
An exact formulation is presented for a nongray two-dimensional, finite, planar, absorbing-emitting ...
Nongray radiation transfer has been studied in a two-dimensional medium taking into account the wind...
Exact formulations are presented for the source function, intensity and flux for a two-dimensional, ...
Exact formulations are presented for the source function, intensity and flux for a two-dimensional, ...
Exact formulations are presented for the source function, intensity and flux for a two-dimensional, ...
The emissive power and radiative flux at the boundaries are calculated for a two-dimensional, finite...
AbstractAn exact formulation for the source function, the radiative flux, and the intensity is prese...
An exact formulation for the source function, the radiative flux, and the intensity is presented for...
The source function, radiative flux, and intensity at the boundaries are calculated for a two-dimens...