Abstract
In droplet-based microfluidic systems, microchannel design plays a primary role in transport and manipulation of liquid droplets. The objective of this paper is to investigate dynamics of a droplet in planar contraction microchannel via three-dimensional numerical simulation and theoretical analysis. In particular, this study characterizes three regimes of the droplet dynamics, namely, trap, squeeze and breakup, depending on capillary number (Ca) and contraction ratio (C). In addition, theoretical models have been proposed to describe transitions from one to another regime as a function of Ca and C. For the transition from trap to squeeze, the critical capillary number (CaIc) was found to follow CaIc = a(CM−1), whereas the critical capillary number (CaIIc) of transition from squeeze to breakup corresponds to CaIIc = c1C−1. Furthermore, details of the droplet dynamics along downstream of the contraction have been explored as well to depict deformation, retraction and/or breakup of the droplet. The present results would be useful guidelines in designing contraction microfluidic channel for precise control and manipulation of droplets.
Published Version
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