Jamming and unjamming of concentrated colloidal dispersions in channel flow

A.I. Campbell, M.D. Haw

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23 Citations (Scopus)
149 Downloads (Pure)


We investigated the pressure driven flow of concentrated colloidal dispersions in a converging channel geometry. Optical microscopy and image analysis were used to track tracer particles mixed into dispersions of sterically stabilized poly(methyl methacrylate) (PMMA) spheres. The dispersions were drawn into a round \unit[0.5]{mm} capillary at one of two pump speeds ($\equiv$ applied pressure): $v_1=\unit[0.245]{ml\,\, min^{-1}}$ and $v_2=\unit[0.612]{ml\,\, min^{-1}}$. We observed that the dispersions at particle volume fractions $\phi\leqslant0.50$ followed Hagen-Poiseuille flow for a simple fluid; i.e. the mean flow rate $\langle V\rangle$ is approximately proportional to pressure drop (pump speed) and inversely proportional viscosity $\eta$. Above this concentration ($\phi\geqslant0.505$), the dispersions exhibit granular-like jamming behavior with $\langle V\rangle$ becoming independent of the pressure drop. However, at the highest applied pressure ($v_2$), the dispersions are able to unjam and switch from granular-like behaviour back to a simple hard-sphere liquid like system, due to the formation of rotating vortices in the spatial flow pattern. This mechanism is consistent with computer simulations of granular systems and supports for example proposed explanations of anomalously low friction in earthquake faults.
Original languageEnglish
Pages (from-to)4688-4693
Number of pages6
JournalSoft Matter
Issue number19
Early online date6 Aug 2010
Publication statusPublished - 2010


  • jamming
  • unjamming
  • concentrated
  • colloidal
  • dispersions
  • channel flows

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    • 23 Citations
    • 1 Article

    Impact of concentrated colloidal suspension drops on solid surfaces

    Bertola, V. & Haw, M. D., 1 Jan 2015, In : Powder Technology. 270, Part B, p. 412-417 6 p.

    Research output: Contribution to journalArticle

    Open Access
  • 7 Citations (Scopus)
    30 Downloads (Pure)

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