Heat convection of viscous incompressible liquid in a cylindrical elementary convection cell with a conical cavity bottom and solid boundary conditions

There was studied the task of heat convection of viscous incompressible liquid in a cylindrical elementary convection cell with a conical cavity bottom and solid boundary conditions. Stokes´ functions were constructed for cylindrical convection cell as well as for the conical cavity in the cell bottom. Basing on Fujiwhara effect there were obtained Stokes streamline and disturbed temperature model distributions in the cylindrical elementary convection cell with conical cavity bottom and solid boundary conditions.