The influence of the beam width of a Gaussian laser beam on its acousto-opt
ical diffraction by a travelling sound wave under Raman-Nath conditions (Kl
ein-Cook parameter Q << 1) has been studied. We develop a new general analy
tical formula that has the merit of being valid for arbitrary bundle widths
.
If the beam width is smaller than the ultrasonic wavelength, ray bending, f
ocusing/defocusing effects and propagational diffraction inside the sound c
olumn are shown to appear and are fully quantitatively described. As a cons
equence the intensity at the exit plane and in the far field become time de
pendent.
When the bundle width becomes higher than the sonic wavelength, first the b
roadened far field diffraction pattern is recovered and finally, for nearly
infinite beam widths, the sharply resolved Bessel lines are found.