Microfluidic rheology of the multiple-emulsion globule transiting in a contraction tube through a boundary element method

• Published in: Chemical engineering science Vol. 97; pp. 328 - 336
• Main Authors: Tao, Jun, Song, Xiaoyan, Liu, Jinxia, Wang, Jingtao
• Format: Journal Article
• Language: English
• Published: Elsevier Ltd 28.06.2013
• Subjects: Boundary element method; chemical engineering; Contraction tube; Deformation; Droplets; drugs; Emulsions; Globules; Internal structures; Mathematical analysis; Microfluidics; Multiple emulsions; Rheology; Transiting; Tubes; Internal structures; Transiting; Deformation; Contraction tube; Boundary element method; Multiple emulsions
• ISSN: 0009-2509; 1873-4405
• DOI: 10.1016/j.ces.2013.04.043

Through a lately developed boundary element method, this paper investigates the rheology of the multiple-emulsion globule with various internal structures in a contraction tube. As fine templates to prepare microcapsules for targeted drug delivery, multiple emulsions (ME) with complex structures have been generated through microfluidics. The deformation and breakup of multiple emulsions in a microchannel are critical to the transport and release of their inclusion. However, the numerical investigation of the rheology of multiple emulsions in a contraction tube is only limited to a simple case, i.e., core-shell double emulsions (CSDE), currently. In this paper, the boundary element method is employed to investigate the deformation and displacement of 2-dimensional globules of three types of multiple emulsions, i.e., concentric ME with multiple layers, double emulsions containing multiple inner droplets and ME with asymmetric internal structures, in a contraction tube. Comparing to those of CSDE, the complication of internal structures and the collision among inner droplets will subject the globule to flows with higher pressure drops when the volume flow rates are fixed. •Transition of multiple emulsions with various inner structures in a contraction is studied.•Multiple-emulsion globules have large deformations and inner droplets squeeze each other.•Movements of inner droplets are severely affected by inner circulations similar to Taylor flow.•Complication and squeeze of internal structures subject the globule to higher pressure drops.