The paper summarizes a new type of second-moment closure, more elabora
te in form than earlier versions but designed to satisfy the two-compo
nent limit to which turbulence reduces at a wall or at a sharp density
interface. Because they are intrinsically realizable, closures of thi
s type are believed to offer the prospects of a wider range of applica
bility than earlier schemes. They may also be expected to display bett
er numerical stability. Several illustrative applications are provided
including the downward directed warm jet, the stratified mixing layer
and buoyancy affected grid-turbulence decay. Extension of the scheme
to near wall flows appears possible without introducing empirical 'wal
l-reflection' terms, at least in flows parallel to walls.