The photovoltage developed by a p-n junction diode illuminated by an i
nterference pattern through a slit depends both on the distance betwee
n fringes and the phase of the interference pattern relative to the po
sition of the slit. For a slit width which accommodates an integer num
ber N of fringes, the voltage is independent of the phase of the patte
rn but this is no longer the case for a noninteger number of fringes.
The maximum dependence is observed for N + 1/2 fringes within the slit
but the effect decreases as N increases. When the fringe distance is
no longer negligible compared to the minority carrier diffusion length
the dependence of the photovoltage on the number of fringes becomes m
ore pronounced. A theory is presented which shows how the diffusion le
ngth can be obtained from the experimental data. Experiments on GaAs a
nd Si diodes are reported. (C) 1996 American Institute of Physics.