GR2 


Gallery of Rheology Contest


The ins and outs of elastic instabilities in cross-slot flows: A 3D experimental view


October 17, 2018 (Wednesday) 6:30


Gallery of Rheology / Woodway Foyer

(Click on name to view author profile)

  1. Qin, Boyang (Princeton University, Mechanical and Aerospace Engineering)
  2. Ran, Ranjiangshang (University of Pennsylvania, Mechanical Engineering and Applied Mechanics)
  3. Salipante, Paul F. (National Institute of Standards and Technology, Polymers and Complex Fluids Group)
  4. Hudson, Steven (NIST, Polymers and Complex Fluids Group)
  5. Arratia, Paulo E. (University of Pennsylvania, Mechanical Engineering & Applied Mechanics)

(in printed abstract book)
Boyang Qin1, Ranjiangshang Ran2, Paul F. Salipante3, Steven Hudson3, and Paulo E. Arratia2
1Mechanical and Aerospace Engineering, Princeton University, Princeton, NJ 08544; 2Mechanical Engineering & Applied Mechanics, University of Pennsylvania, Philadelphia, PA; 3Polymers and Complex Fluids Group, National Institute of Standards and Technology, Gaithersburg, MD 20910


Arratia, Paulo E.


It is well known that polymer molecules can be strongly stretched (and compressed) by the hyperbolic point of a cross-slot flow. Molecules exert forces back on the fluid and, at a critical Weissenberg number (Wi), this lead to a symmetry breaking flow instability in the plane of extension. As the Wi is increased even further, this symmetry breaking instability becomes time-dependent. Here, we use a three-dimensional (3D) holographic particle tracking technique to visualize the flow and find a new symmetry-breaking instability to the extension plane, marked by bi-stable flow switching and "buckling" of the separatrix between the impinging streams. Our results shows that in the polymer game of chicken, escape routes are highly three-dimensional.