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Abstract: In the theory of convection, pressure is governed by a diagnostic partial differential equation which for appropriate boundary conditions does not have a unique solution. While from a dynamic point of view this may be of ...

Abstract: The nonlinear balance equation is replaced by an infinite system of linear differential equations. This system has a series of solutions which under certain conditions converge toward the solution of the balance equation. ...

Abstract: For some droplet distributions, explicit numerical techniques are inadequate for the purpose of integrating the differential equations governing droplet growth through condensation. Efficient solution of these equations ...

Abstract: This article deals with the computational stability of numerical techniques for solving the equations governing droplet growth by condensation. A numerical analysis leads to the derivation of a simple stability criterion ...

Abstract: The differential equation governing the problem of baroclinic stability has singularities when friction is omitted and leads, therefore, to a multivalued solution. For an analytic solution to the stability problem, theory ...

Abstract: Dry and moist convective slab-symmetric cells, initiated by means of a buoyant bubble, have been studied by solving numerically the appropriate physical equations. In the case of moist convection, by including the bulk ...