This study presents a predictive theory of ripple formation beneath se
a waves. The theory is based on a linear stability analysis of a flat
sandy bottom subject to an oscillatory flow. The flow regime in the bo
ttom boundary layer is assumed to be turbulent; hence previous works o
n the subject, which considered a laminar flow, are extended in a more
relevant range of the Reynolds number. The turbulent stresses are des
cribed by means of the constant eddy viscosity model proposed by Sleat
h in 1991 and a two time-scale approach is used to decouple fluid moti
on from bottom time development. A closed form solution is found for t
he turbulent oscillatory how over a fixed wavy wall and the time devel
opment of the bottom perturbation is determined by means of sediment c
ontinuity equation. The conditions for ripple appearance are determine
d along with their wavelength as they form. A comparison between theor
etical findings and experimental data supports the validity of the pre
sent approach.