Synchronization of polymer molecules

Slides:

Advertisements

Similar presentations

Mini-Seminar Dr. James Throne, Instructor

Advertisements

Slide 1The Wave Model: 1.3. Energy Balance Eqn (Physics) 1.3. Energy Balance Eqn (Physics): Discuss wind input and nonlinear transfer in some detail. Dissipation.

Stability in Film Casting

Lecture - 9 Second order circuits

| Milan, October 2009 | page 1 Towards a Finite Element Calculation of Acoustical Amplitudes in HID Lamps Bernd Baumann 1, Marcus Wolff.

Physics Lecture Resources

Viscoelastic properties

Biological fluid mechanics at the micro‐ and nanoscale Lecture 7: Atomistic Modelling Classical Molecular Dynamics Simulations of Driven Systems Anne Tanguy.

EBB 220/3 MODEL FOR VISCO-ELASTICITY

Power Flow Active Control of Aeroelastic Flutter for a Nonlinear Airfoil with Flap N.Zhao 1,2, Supervisors – Dr. Y.P.Xiong 1 and Prof. D.Q.Cao 2 1 School.

High T c Superconductors in Magnetic Fields T. P. Devereaux.

Introduction to Viscoelasticity

Analysis and Design of Blast Resistant Underground Shelters Supervisor: Prof. T.K. Datta Abhinav Agrawal.

Tine Porenta Mentor: prof. dr. Slobodan Žumer Januar 2010.

Dr. Kirti Chandra Sahu Department of Chemical Engineering IIT Hyderabad.

LOW-DIMENSIONAL COLLECTIVE CHAOS IN STRONGLY- AND GLOBALLY-COUPLED NOISY MAPS Hugues Chaté Service de Physique de L'Etat Condensé, CEA-Saclay, France Silvia.

Bifurcation and Resonance Sijbo Holtman Overview Dynamical systems Resonance Bifurcation theory Bifurcation and resonance Conclusion.

16/12/ Texture alignment in simple shear Hans Mühlhaus,Frederic Dufour and Louis Moresi.

Shaking and shearing in a vibrated granular layer Jeff Urbach, Dept. of Physics, Georgetown Univ. Investigations of granular thermodynamics and hydrodynamics.

Lab 5: Damped simple harmonic motion

Structure and Reactions of Exotic Nuclei PI32 Collaboration (theory group, but ….) Some conclusions (keywords)

Vibrational power flow analysis of nonlinear dynamic systems and applications Jian Yang. Supervisors: Dr. Ye Ping Xiong and Prof. Jing Tang Xing Faculty.

Rheological study of a simulated polymeric gel: shear banding

ConcepTest 13.1a Harmonic Motion I 1) 0 2) A/2 3) A 4) 2A 5) 4A A mass on a spring in SHM has amplitude A and period T. What is the total distance traveled.

NEMATIC FLUCTUATIONS AS A PROBE OF THE PROPERTIES OF LIQUID CRYSTAL ELASTOMERS Martin Čopič Irena Drevenšek-Olenik Andrej Petelin Boštjan Zalar.

Dot Structures.

Dynamics of Coupled Oscillators-Theory and Applications

Department of Tool and Materials Engineering Investigation of hot deformation characteristics of AISI 4340 steel using processing map.

Basic VocabularySolid, Liquid, and Gas General KnowledgePhysical and Chemical Change

A computational study of shear banding in reversible associating polymers J. Billen, J. Stegen +, A.R.C. Baljon San Diego State University + Eindhoven.

The Role of Friction and Shear stress in the Jamming Transition Antonio Coniglio Università di Napoli “Federico II” Lorentz Center Leiden 6-10 July 2009.

Materials Process Design and Control Laboratory Finite Element Modeling of the Deformation of 3D Polycrystals Including the Effect of Grain Size Wei Li.

S5-1 SECTION 5 DAMPING OVERVIEW. S5-2 DAMPING IN DYNAMIC ANALYSIS n n Damping is present in all oscillatory systems n n Damping removes energy from a.

1 M. Tudruj, J. Borkowski, D. Kopanski Inter-Application Control Through Global States Monitoring On a Grid Polish-Japanese Institute of Information Technology,

Structural origin of non-Newtonian rheology Computer simulations on a solution of telechelic associating polymers J. Stegen +, J. Billen°, M. Wilson °,

11 Dynamical Routes to Clusters and Scaling in Globally Coupled Chaotic Systems Sang-Yoon Kim Department of Physics Kangwon National University  Globally.

Introduction to Engineering Camera Lab #4 – 1 Introduction.

Study on synchronization of coupled oscillators using the Fokker-Planck equation H.Sakaguchi Kyushu University, Japan Fokker-Planck equation: important.

Circadian Rhythms 안용열 ( 물리학과 ). Index Intro - What is the circadian rhythm? Mechanism in reality How can we understand it?  Nonlinear dynamics –Limit.

An Introduction to Rotorcraft Dynamics

By Chanat Ratanasumawong (CRW) Identification of System’s Dynamic Parameters Engineering Mechanical Laboratory, CRW, Engineering.

Phto-injector laser chain NEWS Massimo Petrarca & Marta Divall.

1 Low Dimensional Behavior in Large Systems of Coupled Oscillators Edward Ott University of Maryland.

Control and Synchronization of Chaos Li-Qun Chen Department of Mechanics, Shanghai University Shanghai Institute of Applied Mathematics and Mechanics Shanghai.

7/6/99 MITE1 Fully Parallel Learning Neural Network Chip for Real-time Control Students: (Dr. Jin Liu), Borte Terlemez Advisor: Dr. Martin Brooke.

Correlation Tests Between the Craven SigSvr Parameter and Severe Weather Calvin Moorer EAS4803 Spring 09.

CABER Project Update February 22, 2008

1 Emergence of Coherence and Scaling in an Ensemble of Globally Coupled Chaotic Systems Sang-Yoon Kim Department of Physics Kangwon National University.

EPSRC Portfolio Partnership in Complex Fluids and Complex Flows Computational Rheology The Numerical Prediction of Complex Flows of Complex Fluids Gigantic.

1 Oldroyd B Model Bead formation in filament stretching Stretching phase Capillary thinning phase Connection between the bead and filament becomes unstable.

Engineering Mechanical Laboratory Identification of System’s Dynamic Parameters by NAV and CRW Engineering Mechanical Laboratory, NAV.

“Mechanics of motor proteins and the cytoskeleton” Jonathan Howard

Davide Forcellini, Univ. of San Marino Prof. Ahmed Elgamal, Dr. Jinchi Lu, UC San Diego Prof. Kevin Mackie, Univ. of Central Florida SEISMIC ASSESSMENT.

Shear banding in a simulated telechelic polymeric gel J. Billen, J. Stegen +, M. Wilson, A. Rabinovitch°, A.R.C. Baljon San Diego State University + Eindhoven.

Behaviour of agricultural/food materials under stress

Series Connected Controllers

Elastic pendulum Observing changes in the elastic force exerted by a spring acting as a pendulum.

Multi-physics Simulation of a Wind Piezoelectric Energy Harvester Validated by Experimental Results Giuseppe Acciani, Filomena Di Modugno, Ernesto Mininno,

Date of download: 11/14/2017 Copyright © ASME. All rights reserved.

John Drozd Colin Denniston

Potential and Kinetic Energy

University of Liège Department of Aerospace and Mechanical Engineering

Microrheology and Rheological Phenomena in Microfluidics

Adrian Birzu University of A. I. Cuza, Iaşi, Romania Vilmos Gáspár

Development of Cerebral Aneurysms. A Prediction Model

Chaos Synchronization in Coupled Dynamical Systems

Coupled Oscillators: Joggers, Fireflies, and Finger Coordination

Periodic Orbit Theory for The Chaos Synchronization

ILC DR instability simulations

One Less Make 9 Click your way to learn the strategy

Presentation transcript:

Synchronization of polymer molecules 23 april 2017 Synchronization of polymer molecules Andriy Hlod \ dr. R. Koopmans dr. ir. J. den Doelder dr. J. Claracq The Dow Chemical Company, Terneuzen prof. dr. J. Molenaar dr. ir. A.A.F. van de Ven Eindhoven University of Technology

Outline Synchronization Flow instabilities Problem description Model of polymer molecules Model of moving molecules Conclusions Recommendations

Sync. (discovering) Christiaan Huygens (1665) Mutual synchronization of two pendulum clocks Coupling through beam or wall

Sync. (examples) Applause in theater Male fireflies flashes Circadian rhythm

Sync. (definition) Synchronization: Adjustment of rhythms of oscillating objects due to their weak interaction

Sync. (polymer molecules) Polymer molecules are oscillators Polymer molecules are coupled, they can influence oscillations of each other Can polymer molecules be synchronized?

Flow instabilities (extruder)

Flow instabilities

Flow instabilities (videos) flow stress birefringence images from Christelle Combeaud, from CEMEF, France for the 3PI project

Problem description Is it possible that the dynamics of the polymer molecules show synchronization? If the answer is positive, is there a relation with flow instabilities in polymers?

Model of a polymer molecule Elastic dumbbell (two beads and Maxwell element) Kicks to compensate energy dissipation

Model of a polymer molecule (kicks)

Model of two molecules - Maxwell element

Result (model of two molecules) Is it possible that the dynamics of the polymer molecules show synchronization? Synchronization is possible for this specific configuration of polymer molecules. Still to answer: Is there a relation with flow instabilities in polymers?

Moving molecules (flow) Shear flow Small region with two parallel layers of molecules

Moving molecules

Moving molecules (model) cFE – finitely extensible spring

Moving molecules (model) D - dash-pot

Results (synchronization for small V)

Results (oscillations increase for large V)

Results (energy) small V Edissipation + Eoscillations = Einput larger V Edissipation + Eoscillations = Einput

Results (energy for large V)

Results (influence of V) Synch Chaos E oscillations V Vcritical Is there a relation with flow instabilities in polymers? Vcritical indicates the onset of instabilities in the model of moving molecules.

Conclusions Polymer molecules show synchronous behaviour Model of moving molecules shows instabilities for V> Vcritical

Recommendations Continue research Use real parameters for the model of moving molecules