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Dive into the research topics where Simon J. Haward is active.

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Featured researches published by Simon J. Haward.


Biomacromolecules | 2012

Shear and extensional rheology of cellulose/ionic liquid solutions

Simon J. Haward; Vivek Sharma; Craig P. Butts; Gareth H. McKinley; Sameer S. Rahatekar

In this study, we characterize the shear and extensional rheology of dilute to semidilute solutions of cellulose in the ionic liquid 1-ethyl-3-methylimidazolium acetate (EMIAc). In steady shear flow, the semidilute solutions exhibit shear thinning, and the high-frequency complex modulus measured in small amplitude oscillatory shear flow exhibits the characteristic scaling expected for solutions of semiflexible chains. Flow curves of the steady shear viscosity plotted against shear rate closely follow the frequency dependence of the complex viscosity acquired using oscillatory shear, thus satisfying the empirical Cox-Merz rule. We use capillary thinning rheometry (CaBER) to characterize the relaxation times and apparent extensional viscosities of the semidilute cellulose solutions in a uniaxial extensional flow that mimics the dynamics encountered in the spin-line during fiber spinning processes. The apparent extensional viscosity and characteristic relaxation times of the semidilute cellulose/EMIAc solutions increase dramatically as the solutions enter the entangled concentration regime at which fiber spinning becomes viable.


Soft Matter | 2012

Extensional rheology and elastic instabilities of a wormlike micellar solution in a microfluidic cross-slot device

Simon J. Haward; Thomas Joseph Ober; Monica Oliveira; M.A. Alves; Gareth H. McKinley

Wormlike micellar surfactant solutions are encountered in a wide variety of important applications, including enhanced oil recovery and ink-jet printing, in which the fluids are subjected to high extensional strain rates. In this contribution we present an experimental investigation of the flow of a model wormlike micellar solution (cetyl pyridinium chloride and sodium salicylate in deionised water) in a well-defined stagnation point extensional flow field generated within a microfluidic cross-slot device. We use micro-particle image velocimetry (μ-PIV) and full-field birefringence microscopy coupled with macroscopic measurements of the bulk pressure drop to make a quantitative characterization of the fluids rheological response over a wide range of deformation rates. The flow field in the micromachined cross-slot is first characterized for viscous flow of a Newtonian fluid, and μ-PIV measurements show the flow field remains symmetric and stable up to moderately high Reynolds number, Re ≈ 20, and nominal strain rate, nom ≈ 635 s−1. By contrast, in the viscoelastic micellar solution the flow field remains symmetric only for low values of the strain rate such that nom ≤ λM−1, where λM = 2.5 s is the Maxwell relaxation time of the fluid. In this stable flow regime the fluid displays a localized and elongated birefringent strand extending along the outflow streamline from the stagnation point, and estimates of the apparent extensional viscosity can be obtained using the stress-optical rule and from the total pressure drop measured across the cross-slot channel. For moderate deformation rates (nom ≥ λM−1) the flow remains steady, but becomes increasingly asymmetric with increasing flow rate, eventually achieving a steady state of complete anti-symmetry characterized by a dividing streamline and birefringent strand connecting diagonally opposite corners of the cross-slot. Eventually, as the nominal imposed deformation rate is increased further, the asymmetric divided flow becomes time dependent. These purely elastic instabilities are reminiscent of those observed in cross-slot flows of polymer solutions, but seem to be strongly influenced by the effects of shear localization of the micellar fluid within the microchannels and around the re-entrant corners of the cross-slot.


Biomicrofluidics | 2013

Extensional flow of hyaluronic acid solutions in an optimized microfluidic cross-slot device.

Simon J. Haward; Aditya Jaishankar; Monica Oliveira; M.A. Alves; Gareth H. McKinley

We utilize a recently developed microfluidic device, the Optimized Shape Cross-slot Extensional Rheometer (OSCER), to study the elongational flow behavior and rheological properties of hyaluronic acid (HA) solutions representative of the synovial fluid (SF) found in the knee joint. The OSCER geometry is a stagnation point device that imposes a planar extensional flow with a homogenous extension rate over a significant length of the inlet and outlet channel axes. Due to the compressive nature of the flow generated along the inlet channels, and the planar elongational flow along the outlet channels, the flow field in the OSCER device can also be considered as representative of the flow field that arises between compressing articular cartilage layers of the knee joints during running or jumping movements. Full-field birefringence microscopy measurements demonstrate a high degree of localized macromolecular orientation along streamlines passing close to the stagnation point of the OSCER device, while micro-particle image velocimetry is used to quantify the flow kinematics. The stress-optical rule is used to assess the local extensional viscosity in the elongating fluid elements as a function of the measured deformation rate. The large limiting values of the dimensionless Trouton ratio, Tr ∼ O(50), demonstrate that these fluids are highly extensional-thickening, providing a clear mechanism for the load-dampening properties of SF. The results also indicate the potential for utilizing the OSCER in screening of physiological SF samples, which will lead to improved understanding of, and therapies for, disease progression in arthritis sufferers.


Rheologica Acta | 2013

Microfluidic extensional rheometry using a hyperbolic contraction geometry

Thomas Joseph Ober; Simon J. Haward; Christopher J. Pipe; Johannes Soulages; Gareth H. McKinley

Microfluidic devices are ideally suited for the study of complex fluids undergoing large deformation rates in the absence of inertial complications. In particular, a microfluidic contraction geometry can be utilized to characterize the material response of complex fluids in an extensionally-dominated flow, but the mixed nature of the flow kinematics makes quantitative measurements of material functions such as the true extensional viscosity challenging. In this paper, we introduce the ‘extensional viscometer-rheometer-on-a-chip’ (EVROC), which is a hyperbolically-shaped contraction-expansion geometry fabricated using microfluidic technology for characterizing the importance of viscoelastic effects in an extensionally-dominated flow at large extension rates (


Biomicrofluidics | 2016

Microfluidic extensional rheometry using stagnation point flow

Simon J. Haward

\lambda \dot \varepsilon _a \gg 1


Mineralogical Magazine | 2008

Ectomycorrhizal weathering, a matter of scale?

Mark M. Smits; Steeve Bonneville; Simon J. Haward; Jonathan R. Leake

, where


Physics of Fluids | 2013

Instabilities in stagnation point flows of polymer solutions

Simon J. Haward; Gareth H. McKinley

\lambda


Carbohydrate Polymers | 2015

Monitoring of cellulose depolymerization in 1-ethyl-3-methylimidazolium acetate by shear and elongational rheology

Anne Michud; Michael Hummel; Simon J. Haward; Herbert Sixta

is the characteristic relaxation time, or for many industrial processes


Mineralogical Magazine | 2008

High-resolution imaging of biotite dissolution and measurement of activation energy

Terence J McMaster; Mark M. Smits; Simon J. Haward; Jonathan R. Leake; Steven A. Banwart; Kristin Vala Ragnarsdottir

\dot \varepsilon _a \gg 1


Scientific Reports | 2016

Elastic instabilities in planar elongational flow of monodisperse polymer solutions.

Simon J. Haward; Gareth H. McKinley; Amy Q. Shen

s

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Gareth H. McKinley

Massachusetts Institute of Technology

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Amy Q. Shen

Okinawa Institute of Science and Technology

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M.A. Alves

Faculdade de Engenharia da Universidade do Porto

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Monica Oliveira

University of Strathclyde

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Zhuo Li

University of Manchester

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Xue-Feng Yuan

University of Manchester

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Vivek Sharma

University of Illinois at Chicago

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