We investigate the formation of small-scale three-dimensional bedforms due
to interactions of an erodible bed with a sea wave that obliquely approache
s the coast, being partially reflected at the beach. In this case the traje
ctories of fluid particles at the top of the bottom boundary layer are elli
pses in the horizontal plane, the axes of which depend on the angle of wave
incidence and the distance from the shore. A weakly nonlinear stability an
alysis of an initially flat, cohesionless, sandy bottom is performed. We fo
cus on the resonant interaction of three perturbation components. The resul
ts show that these elliptical forcing conditions are responsible for the fo
rmation of both brick-pattern ripples and tile ripples. In particular tile
ripples are associated with a flow at the top of the bottom boundary layer
which is near-circular (ellipticity close to one), whereas brick-pattern ri
pples are related to a unidirectional oscillatory flow (zero ellipticity).