In this paper the breakup of droplets under shear in polymer blends is stud
ied by means of linear conservative dichroism and small angle light scatter
ing. More specifically breakup of long fibrils by interfacial instabilities
is considered. Measurements are performed on dilute model systems containi
ng nearly Newtonian components in transient flows that involve a sudden inc
rease or decrease in shear rate. The experimental results are used to evalu
ate the Khakhar and Ottino theory [Khakhar and Ottino (1987)]. In this theo
ry breakup times are calculated starting from the onset of the instability.
It is demonstrated that the scaling derived from the Khakhar and Ottino th
eory also holds for the more readily accessible total breakup time, calcula
ted from the onset of shear flow in a startup flow. The development of inte
rfacial disturbances is studied in a flow history, which consists of genera
ting fibrils by suddenly applying a shear rate followed by a sudden drop in
shear rate during which the breakup process is observed. The evolution of
the dominant wavelength during this process turns out to be time controlled
rather than strain controlled as suggested by the theory. (C) 2000 The Soc
iety of Rheology. [S0148-6055(00)00706-9].