  The chain fountain is an entertaining, counter-intuitive phenomenon. When a
chain flows up over the edge of a container and then falls to the ground below,
it is observed that the top of the chain rises up above the containers edge.
Here the steady-state motion of the fountain is analyzed experimentally and
theoretically. Measurements are given for the speeds and heights for three
different chains and three different distances from the container to the floor.
It is shown theoretically that the distance the chain rises above the container
is proportional to the force from the container on the chain. The basic physics
behind this force is readily understandable and can be illustrated with simple
examples. To quantitatively predict the chain's motion a simple model is
developed for how the chain interacts with the container. This model shows that
a link lifts-off from the container after rotating by a relatively small angle.
The model's predictions agree very will with the measurement for the two
ball-chains.
