Regular partially invariant solutions of rank 0 and defect 1 of equations of axisymmetric motions of a viscous heat-conducting perfect gas

All partially invariant solutions of rank 0 and defect 1 of the equations of axisymmetric motions of a viscous heat-conducting perfect gas with a polytropic equation of state that are nonreduced to invariant solutions are described. The gas motions corresponding to these solutions in time and space are presented.