GG15 


Out of Equilibrium Systems: Gels and Glasses


The linear viscoelastic spectrum and non-affine rearrangements in soft particulate gels


October 22, 2019 (Tuesday) 9:50


Track 7 / Room 306C

(Click on name to view author profile)

  1. Bantawa, Minaspi (Georgetown University, Department of Physics)
  2. Bouzid, Mehdi (Universite Paris Sud)
  3. Keshavarz, Bavand (MIT, Mechanical Engineering)
  4. Geri, Michela (MIT, Mechanical Engineering)
  5. Divoux, Thibaut (MIT,CNRS)
  6. McKinley, Gareth H. (Massachusetts Institute of Technology, Department of Mechanical Engineering)
  7. Del Gado, Emanuela (Georgetown University, Department of Physics)

(in printed abstract book)
Minaspi Bantawa1, Mehdi Bouzid2, Bavand Keshavarz3, Michela Geri3, Thibaut Divoux4, Gareth H. McKinley3, and Emanuela Del Gado1
1Department of Physics, Georgetown University, Washington, DC 20007; 2Universite Paris Sud, Orsay, France; 3Department of Mechanical Engineering, Massachusetts Institute of Technology, Cambridge, MA; 4MIT,CNRS, Cambridge, MA 02139


Bantawa, Minaspi


We have investigated the connection between the structural and mechanical heterogeneities of soft particulate gels and their linear viscoelastic spectrum in a 3-D microscopic numerical model, using large scale simulations with Optimally Windowed Chirp (OWCh) signals. In the model, particles spontaneously self-assemble into disordered, stable porous networks (even at low volume fractions) that feature extended relaxation spectra, microscopic dynamics, and mechanics consistent with several observations in colloidal and protein gels. To recapitulate the basic features of the particle contacts in those systems, the main ingredients of the model are short-range attractive interactions and bending stiffness for the inter-particle bonds. We will analyze how the shape of the frequency-dependent dynamic modulus G*(ω) varies with the solid volume fraction and the age of the gels and how it is connected to the distribution of microscopic non-affine rearrangements the network experiences under small-amplitude oscillatory deformation. We will show that the changes in the relaxation spectrum can be captured by the parameters of a fractional constitutive model and discuss how the underlying changes of the microscopic dynamical processes determine the rheological response.