An experimental and theoretical investigation of the flow and density distr
ibution arising from the upward turbulent injection of a dense fluid into a
stratified environment of finite extent is presented. Initially, the risin
g fluid reaches a maximum height before the flow reverses direction and int
rudes either along the base of the tank or at an intermediate height in the
environment. As more dense fluid is added through either a point or line s
ource, both the fountain and the environment evolve with time. We determine
expressions for the motion of the ascending and descending 'fronts' that m
ark the vertical extent of the spreading layer. We also consider the change
s to the environmental density profile and determine an expression for the
rate at which the top of the fountain rises due to these changes. Finally,
we apply our results quantitatively to two physical problems: the replenish
ment of magma chambers and the heating or cooling of a room.