Article
Heat and Mass Transfer and Physical Gasdynamics
2007. V. 45. № 2. P. 243–254
Zarubin V.S., Rodikov A.V.
Mathematical simulation of the temperature state of an inhomogeneous body
A mathematical model is treated, which contains alternative functionals and describes the temperature state of an inhomogeneous body. This model enables one to obtain quantitative information about the temperature state of an inhomogeneous body and, owing to the dual variational formulation of the problem being solved, to estimate the error of the results of computer simulation. An example is given of utilizing the mathematical model.
Article reference:
Zarubin V.S., Rodikov A.V. Mathematical simulation of the temperature state of an inhomogeneous body, High Temp., 2007. V. 45. № 2. P. 243
Zarubin V.S., Rodikov A.V. Mathematical simulation of the temperature state of an inhomogeneous body, High Temp., 2007. V. 45. № 2. P. 243