  We consider a simplified Ansatz for supergravity solutions describing
fractional p-brane solutions (throat geometries supported by fluxes) for
various p. For p=3 the Ansatz captures the Klebanov-Tseytlin (KT) solution. The
equations of motion can be derived from an effective action by performing a
dimensional reduction to a flat domain wall geometry in p+2 dimensions. We find
an interesting deformation of the known superpotential defining the SUSY domain
wall flow. The deformation parameter breaks supersymmetry but still preserves
the property that a test Dp brane feels no force inside the throat. The new
solutions come in two classes. Both classes have the same UV asymptotics as the
KT solution and one class has also similar IR behavior, which makes them
potentially interesting holographic backgrounds for studying cascading gauge
theories with broken SUSY. We explain furthermore how the curved domain wall
solutions of the same (p+2)-dimensional theories are expected to lift to new
AdS compactifications of type IIA/B supergravity.
