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Critical behavior of drops in linear flows: I. Phenomenological theory for drop dynamics near critical stationary states
Blawzdziewicz, Jerzy; Cristini, Vittorio; Loewenberg, Michael (2001)
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https://hdl.handle.net/11299/3620
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Title
Critical behavior of drops in linear flows: I. Phenomenological theory for drop dynamics near critical stationary states
Authors
Issue Date
2001-06
Abstract
The dynamics of viscous drops in linear creeping flows are investigated near the critical flow strength at which stationary drop shapes cease to exist. It is shown that the near-critical drop behavior is dominated by a single slow mode that evolves on the time scale diverging at the critical point with the exponent 1/2.
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IMA Preprints Series [2486]
Identifiers
1782
Related to
Institute for Mathematics and Its Applications>IMA Preprints Series
Suggested Citation
Blawzdziewicz, Jerzy; Cristini, Vittorio; Loewenberg, Michael. (2001). Critical behavior of drops in linear flows: I. Phenomenological theory for drop dynamics near critical stationary states. Retrieved from the University of Minnesota Digital Conservancy, https://hdl.handle.net/11299/3620.
Content distributed via the University of Minnesota's Digital Conservancy may be subject to additional license and use restrictions applied by the depositor.