Numerical solution of nonlinear problems of heat conductivity
UDC 519.3; 536.24; 539.434
Dilevskaya E. V., Stankevich I. V., Popkov-Melentyev A. A.
Abstract
A solution to the task of heat conductivity for a rectangular plate during heat exchange with the environment by convection and radiation on opposite end faces (other surfaces were insulated) has been proposed. The task is being solved for the case of immovable continuous medium and moving continuous medium. It is shown that finite-element technology allows carrying out efficient analysis of temperature state of heat exchange surfaces with different heat load.
Numerical solution of nonlinear problems of heat conductivity
Abstract
A solution to the task of heat conductivity for a rectangular plate during heat exchange with the environment by convection and radiation on opposite end faces (other surfaces were insulated) has been proposed. The task is being solved for the case of immovable continuous medium and moving continuous medium. It is shown that finite-element technology allows carrying out efficient analysis of temperature state of heat exchange surfaces with different heat load.
Русский
English
