The governing equation of motion for fluid particles moving on bucket was deduced on BFC at the same time.
Two algebraically explicit analytical solutions of the governing equation set for the coupled heat and mass transfer process of rapid drying in porous media are derived.
By the variational method, the governing equation of the plate non-linear theory is solved, and he relationship between load and deformation of a single spring leaf is obtained.
This method has less unknown functions and higher calculating precision. Moreover, the governing equations are easy to establish and solve.
The governing equations of the raft are obtained based on the thin plate theory and the virtual work principle.
The nonlinear governing equations are solved numerically by adopting a shooting method and the equilibrium paths of thermal post-buckling of the circular plates are obtained.
With similarity considerations on governing equations, the heat transfer of mixed convection can be predicted to be controlled by Archimedes number and geometric factors.
