We present a numerical study of the impact of a two-dimensional plungi
ng wave on a rigid vertical wall in the context of potential flow. The
plunging wave impinging the wall is generated using a mixed-Eulerian-
lagrangian (MEL) boundary-integral scheme. The initial stage of the im
pact is characterized by an oblique impact of a liquid wedge on the wa
ll and is solved using a similarity solution. Following the initial im
pact, the MEL simulation is continued to capture the transient impact
process. The effect of an air cushion trapped between the plunger and
the wall is considered. In addition to details such as temporal evolut
ions and surface profiles, the main interests are the maximum impact p
ressure on the wall and its rise time. To arrive at appropriate scalin
g laws for these, simulations are performed and correlations are explo
red for a broad range of local plunging wave kinematic and geometric p
arameters. To assess the present results, direct comparisons are made
with the experiment of Chan & Melville (1988). Reasonable quantitative
agreement is obtained and likely sources for discrepancies are identi
fied and discussed.