STOCHASTIC MODEL OF HEAT CONDUCTION WITH STOCHASTIC BOUNDARY CONDITIONS

One-dimensional stochastic models of heat conduction with different types of boundary conditions have been developed. Boundary-value problems for mean temperature and temperature field dispersion in the region of heat conduction have been formulated. A generalization of the indicated one-dimensional boundary-value problems to the case of a large number of measurements in invariant form is given.
One-dimensional stochastic models of heat conduction with different types of boundary conditions have been developed. Boundary-value problems for mean temperature and temperature field dispersion in the region of heat conduction have been formulated. A generalization of the indicated one-dimensional boundary-value problems to the case of a large number of measurements in invariant form is given.
Author:  V. V. Shevelev
Keywords:  heat conduction, stochasticity, boundary conditions
Page:  965