Living Liquid Crystals
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Lyotropic Chromonic Liquid Crystals: from Viscoelastic Properties to Living
LYOTROPIC CHROMONIC LIQUID CRYSTALS: FROM VISCOELASTIC PROPERTIES TO LIVING LIQUID CRYSTALS A dissertation submitted to Kent State University in partial fulfillment of the requirements for the degree of Doctor of Philosophy by Shuang Zhou May, 2016 © Copyright All rights reserved Except for previously published materials Dissertation written by Shuang Zhou B. S., Xi’an Jiaotong University, China, 2003 Ph.D., Kent State University, USA, 2016 Approved by Dr. Oleg D. Lavrentovich , Chair, Doctoral Dissertation Committee Dr. Peter Palffy-Muhoray , Members, Doctoral Dissertation Committee Dr. Qi-Huo Wei , Dr. Samuel Sprunt , Dr. Roger Gregory , Accepted by Dr. Hiroshi Yokoyama , Chair, Chemical Physics Interdisciplinary Program Dr. James L. Blank , Dean, College of Arts and Sciences ii TABLE OF CONTENTS LIST OF FIGURES ...................................................................................................... VII LIST OF TABLES .........................................................................................................XV DEDICATION.............................................................................................................. XVI ACKNOWLEDGEMENTS ...................................................................................... XVII CHAPTER 1 INTRODUCTION ..................................................................................... 1 1.1 Lyotropic Chromonic Liquid Crystals ...................................................................... 1 1.2 Active Colloids and Collective Behavior ................................................................. -
Flow Coupling Between Active and Passive Fluids Across Water–Oil
www.nature.com/scientificreports OPEN Flow coupling between active and passive fuids across water–oil interfaces Yen‑Chen Chen1, Brock Jolicoeur2, Chih‑Che Chueh3 & Kun‑Ta Wu1,2,4* Active fuid droplets surrounded by oil can spontaneously develop circulatory fows. However, the dynamics of the surrounding oil and their infuence on the active fuid remain poorly understood. To investigate interactions between the active fuid and the passive oil across their interface, kinesin‑ driven microtubule‑based active fuid droplets were immersed in oil and compressed into a cylinder‑ like shape. The droplet geometry supported intradroplet circulatory fows, but the circulation was suppressed when the thickness of the oil layer surrounding the droplet decreased. Experiments with tracers and network structure analyses and continuum models based on the dynamics of self‑ elongating rods demonstrated that the fow transition resulted from fow coupling across the interface between active fuid and oil, with a millimeter–scale coupling length. In addition, two novel millifuidic devices were developed that could trigger and suppress intradroplet circulatory fows in real time: one by changing the thickness of the surrounding oil layer and the other by locally deforming the droplet. This work highlights the role of interfacial dynamics in the active fuid droplet system and shows that circulatory fows within droplets can be afected by millimeter–scale fow coupling across the interface between the active fuid and the oil. Active fuids fow without external energy input owing to force generated by active entities that consume local fuel to generate kinetic energy1–10. Active fuids can self-organize into circulatory fows that are sensitive to confnement shape11–25. -
Modeling and Simulations of Dynamics and Motility in Active Fluids
Modeling and simulations of dynamics and motility in active fluids Giuseppe Negro Dottorato in Fisica XXXII ciclo Supervisor Università degli studi di Bari "A. Moro" Prof. Giuseppe Gonnella Dr. Antonio Lamura Modeling and simulations o dynamics and motility in active fluids Dottorato in Fisica XXXII Ciclo Università degli studi di Bari "A. Moro'1 by Giuseppe Negro to obtain the degree of PhD Project duration: November 1,2016 - November 1,2019 Supervisor Prof. G. Gonnella Dipartimento di Fisica "M. Merlin" Bari Dr. A. Lamura CNR, Bari CONTENTS 1 Active Matter 1 1.1 Order and collective m otion......................................................................................... ...2 1.2 Active matter confined in droplets................................................................................7 1.3 Rheology 8 1.4 Outline of the Thesis 8 2 Dynamical models for multiphase and active fluids 11 2.1 Order parameters 12 2.2 Free energy 13 2.2.1 Chiral liquid cry stals......................................................................................... ...15 2.2.2 Anchoring ............................................................................................................ ...15 2.2.3 Topological d efects................................................................................................17 2.3 Active Forces 20 2.3.1 Fluid mixtures with an active com ponent ...................................................22 2.4 Hydrodynamic equations 25 2.5 Spontaneous flow 27 3 Lattice Boltzmann Methods 33 3.1 General features -
From Order to Chaos to Defect Ordering
PHYSICAL REVIEW X 9, 041047 (2019) Hydrodynamics of Active Defects: From Order to Chaos to Defect Ordering Suraj Shankar1 and M. Cristina Marchetti2 1Department of Physics, Harvard University, Cambridge, Massachusetts 02138, USA 2Department of Physics, University of California Santa Barbara, Santa Barbara, California 93106, USA (Received 16 July 2019; revised manuscript received 25 September 2019; published 4 December 2019) Topological defects play a prominent role in the physics of two-dimensional materials. When driven out of equilibrium in active nematics, disclinations can acquire spontaneous self-propulsion and drive self- sustained flows upon proliferation. Here, we construct a general hydrodynamic theory for a two- dimensional active nematic interrupted by a large number of such defects. Our equations describe the flows and spatiotemporal defect chaos characterizing active turbulence, even close to the defect-unbinding transition. At high activity, nonequilibrium torques combined with many-body screening cause the active disclinations to spontaneously break rotational symmetry, forming a collectively moving defect-ordered polar liquid. By recognizing defects as the relevant quasiparticle excitations, we construct a comprehensive phase diagram for two-dimensional active nematics. Using our hydrodynamic approach, we additionally show that activity gradients can act like “electric fields,” driving the sorting of topological charge. This result demonstrates the versatility of our continuum model and its relevance for quantifying the