Solvability of the system of equations of one-dimensional motion of a heat-conducting two-phase mixture
Alexander A. Papin, Ирина Геннадьевна Ахмерова · Mathematical Notes · 2010
We prove the local solvability of the initial boundary-value problem for the system of equations of one-dimensional nonstationary motion of a heat-conducting two-phase mixture (gas plus solid particles). For the case in which the real densities of the phases are constant, we establish the solvability “in the large” with respect to time.