Micro- and nanoscale fluid mechanics : transport in microfluidic devices

By B. Kirby. 2010

1,007 citations recorded by the source corpus.

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

Self-powered integrated microfluidic point-of-care low-cost enabling (SIMPLE) chip (2017, background): “The Navier-Stokes equation (43) describes the flow field; the blood cells experience gravity force and Stokes drag (44).”
Sap flow and sugar transport in plants (2016, methodology): “1(d) and 1(e)] is described using classical continuum theory in the microfluidic regime as described by, e.g., Tabeling (2005), Bruus (2008), Berthier and Silberzan (2010), and Kirby (2010).”
Could graphene construct an effective conducting network in a high-power lithium ion battery? (2012, positive): “For an electrochemical cell, the Nernst–Planck (NP) equation is usually used to describe the ion transport process [35].”
Engineering microfluidic concentration gradient generators for biological applications (2013, neutral): “Equation 6 is commonly termed as the Hagen– Poiseuille equation in many textbooks (Nguyen and Wereley 2002; Kirby 2010) and defines the hydraulic resistance (Rf) of fluid flow within a microchannel.”