The sea breeze introduces harmonics of its diurnal cycle into water bodies,
which can be notable for strong sea breeze and microtidal and nontidal con
ditions. The harmonics can be of the same magnitude as those produced by bo
ttom friction and dominate those produced by nonlinear terms in the equatio
ns of motion. A closed-form analytic solution of the linearized depth-avera
ged equations of motion including friction is discussed for the situation o
f a sea breeze blowing on an idealized one-dimensional basin of constant de
pth. The solution reveals the generation of odd harmonics introduced by the
quadratic wind stress and role of (linearized) friction. Sea-breeze forcin
g on the idealized basin is numerically modeled, and agreement with the ana
lytic solution is found. The numerical model is then run with quadratic bot
tom friction and nonlinear terms to compare relative contributions to the g
eneration of harmonics. Harmonics of the water motion are distinguished as
forced, or arising from the wind forcing, and as response, or arising from
the interactions within the water. The hydrodynamics of Baffin Bay, Texas,
are modeled and spatial variation and relative strength of the harmonics in
vestigated. Baffin Bay is a large shallow embayment with a weak connection
to the Gulf of Mexico that experiences a strong southeast wind and sea bree
ze during the summer. The wind induces even and odd forced harmonics throug
h the combined quasi-steady southeast wind and sea breeze. At Baffin Bay, r
atios of the semidiurnal to diurnal amplitudes of water level and current s
peed are found to be comparable to M-4/M-2 ratios for U.S. Atlantic coast e
mbayments.