Journal of Fluid Mechanics



Breakup of a laminar capillary jet of a viscoelastic fluid


Michael  Goldin a1, Joseph  Yerushalmi a1, Robert  Pfeffer a1 and Reuel  Shinnar a1
a1 The City College of the City University of New York, New York 10031, U.S.A.

Article author query
goldin m   [Google Scholar] 
yerushalmi j   [Google Scholar] 
pfeffer r   [Google Scholar] 
shinnar r   [Google Scholar] 
 

Abstract

The stability of non-Newtonian jets was investigated. A linearized stability analysis shows that a liquid column of a viscoelastic fluid exhibits more rapid growth of axisymmetric wave disturbances than a Newtonian fluid of the same zero shear viscosity. This result is independent of the form of constitutive equation chosen. Experiments in weakly elastic fluids confirm this expectation, whereas data on fluids with more pronounced elastic properties indicate that non-linear phenomena are dominating. The disturbances appear as a series of droplets connected by random lengths of threads, which thin with distance and eventually lead to jet breakup. Even in dilute viscoelastic solutions, jet breakup does not occur by the growth of clearly defined waves.

(Published Online March 29 2006)
(Received October 6 1967)
(Revised September 17 1968)



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