Relaxation after cessation of flow is studied in mixtures of immiscible pol
ymer fluids by means of linear conservative dichroism. Depending on the pre
vious shear history, relaxation is known to proceed by either droplet retra
ction or break-up. Here, scaling relations for the evolution of the dichroi
sm for both mechanisms of relaxation are presented. In addition a direct an
alysis of the rheo-optical relaxation curves is given. Starting from a suit
able model for droplet retraction and applying Rayleigh-Gans-Debye scatteri
ng theory, this particular type of dichroism relaxation can be described qu
ite accurately. A similar approach has been applied to relaxation by drople
t break-up as induced by interfacial instabilities (Rayleigh instabilities)
. Tomotika theory is used to model the evolution of the droplet shape. The
theoretical result deviates systematically from the experiments which is at
tributed to end-pinching. Lacking a suitable model for the latter, it is ta
ken into account by an empirical correction similar to that used to describ
e the normal stress relaxation. With the rheo-optical technique the evoluti
on of the relaxation time as a function of the initial aspect ratio of the
droplets can be studied. In addition the effect of concentration on the rel
axation time is investigated.