Difference between revisions of "Tuned-in flow control"

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== Experimental Demonstration ==
== Experimental Demonstration ==

Revision as of 02:27, 13 September 2010

Original Entry by Che-Hang Yu, AP225 Fall 2009


Title: Microfluidics: Tuned-in flow control

Author: Howard A. Stone

Journal: Nature Physics 5, 178 - 179 (2009)

Subject Categories: Fluid dynamics; Electronics, photonics and device physics


In order to eliminate the bulky external pump to control the flow of liquids in a microfluidic channel, designing microfluidic circuits to selectively control the flow of multiple different fluids based on the analogical idea to the electrical circuit by Lesile et al. is presented in this paper. This approach can help reduce the amount of equipments to operate a microfluidic systems, and therefore improve their portability and widen their applicability.

Taking the advantage of the elastic response of certain soft materials, Lesile et al. successfully introduce multiple elememts in series to build the frequency-dependent microfluidic circuit. This approach is inspired by the electrical circuit theory. For example, when a resistance, R, is jointed with a capacitance, C, their combined response is frequency-dependent, and their characteristic frequency is 1/(RC). Besides, a analogical concept from a diode is used to provide a d.c. component to a.c. forcing. The microfluidic analogue of resistance comes from the viscous resistance of the flow channel and also from the viscosity of fluid. The fluid equivalent of capacitance results from the expansion and contraction of the elastic reservoirs, like a water balloon to hold varying amounts of liquid. Lesile et al. also introduce the pressure-sensitive valve as a microfluidic equivalent of diode to provide a net flow.

The author suggests to construct more flow channels controlled based on this concept, and even scale up into three-dimensional networks. Alternatively, it might integrate CMOS technologies with microfluidic networks to actively manipulate the characteristic frequency of microfluidic circuit through the manipulation of the elastic materials by changing the embedded electrical or magnetic fields.

Experimental Demonstration

H291 Fig1.jpg