We study some known static vacuum solutions of Einstein's equations, n
amely, the A and B metrics of Ehlers and Kundt. Ail of them have axial
symmetry, so they can be transformed to the Weyl form. In Weyl coordi
nates log root-g(44) obeys a Laplace equation, and from this a source,
called the Newtonian image source, can be identified. We use the imag
e sources to give a possible interpretation to the metrics. The proced
ure is successful in some cases. In others it fails because the Weyl t
ransform does not have reasonable properties at infinity.