Items where Research Institute, Centre or Group is "Materials Modelling group"

ALFAIDI, Mabruka, SCHENKEL, Torsten, EVANS, Paul, CHAMBERLAIN, Janet and FRANCIS, Sheila (2015). 192 dietary docosahexaenoic acid reduced experimental atherosclerosis by inducing protective haemodynamic conditions [abstract only]. Heart, 101 (Suppl), A107. [Article]

ALFAIDI, Mabruka A., CHAMBERLAIN, Janet, ROTHMAN, Alexander, CROSSMAN, David, VILLA‐URIOL, Maria‐Cruz, HADOKE, Patrick, WU, Junxi, SCHENKEL, Torsten, EVANS, Paul C. and FRANCIS, Sheila E. (2018). Dietary Docosahexaenoic Acid Reduces Oscillatory Wall Shear Stress, Atherosclerosis, and Hypertension, Most Likely Mediated via an IL‐1–Mediated Mechanism. Journal of the American Heart Association, 7 (13), e008757. [Article]

ANQUETIL-DECK, C., CLEAVER, Doug and ATHERTON, T. J. (2012). Competing alignments of nematic liquid crystals on square-patterned substrates. Physical review E. Statistical, nonlinear and soft matter physics, 86 (4), 041707-1. [Article]

ANQUETIL-DECK, Candy and CLEAVER, Doug (2010). Nematic liquid-crystal alignment on stripe-patterned substrates. Physical Review E (PRE), 82 (3), 031709. [Article]

ANTYPOV, D. and CLEAVER, D. J. (2003). Orientational and phase-coexistence behaviour of hard rod-sphere mixtures. Chemical physics letters, 377 (3-4), 311-316. [Article]

ANTYPOV, D. and CLEAVER, D. J. (2004). The effect of spherical additives on a liquid crystal colloid. Journal of Physics - Condensed Matter, 16 (19), S1887-S1900. [Article]

ANTYPOV, D. and CLEAVER, D. J. (2004). The role of attractive interactions in rod-sphere mixtures. Journal of chemical physics, 120 (21), 10307-10316. [Article]

BALLANCE, C. P., GRIFFIN, D. C., BERRINGTON, K. A. and BADNELL, N. R. (2007). Electron-impact excitation of neutral boron using the R-matrix with pseudostates method. Journal of physics B: Atomic, molecular and optical physics, 40, 1131-1139. [Article]

BARMES, F. and CLEAVER, D. J. (2004). Computer simulation of a liquid-crystal anchoring transition. Physical Review E (PRE), 69 (6). [Article]

BARMES, F. and CLEAVER, D. J. (2006). Computer simulation of bistable switching in a nematic device containing pear-shaped particles. Chemical physics letters, 425 (1-3), 44-48. [Article]

BARMES, F. and CLEAVER, D. J. (2005). Using particle shape to induce tilted and bistable liquid crystal anchoring. Physical Review E (PRE), 71 (2), 021705. [Article]

BARMES, F., RICCI, M., ZANNONI, C. and CLEAVER, D. J. (2003). Computer simulations of hard pear-shaped particles. . [Article]

BARTON, C. W., OSTLER, Thomas, HUSKISSON, D., KINANE, C. J., HAIGH, S. J., HRKAC, G. and THOMSON, T (2017). Substrate Induced Strain Field in FeRh Epilayers Grown on Single Crystal MgO (001) Substrates. Scientific Reports, 7 (44397). [Article]

BEMROSE, R. A., CARE, C. M., CLEAVER, D. J. and NEAL, M. P. (1997). Computer simulation of bi-disperse liquid crystals: The effect of concentration on phase behaviour and structural properties. Molecular Crystals and Liquid Crystals Science and Technology Section A - Molecular Crystals and Liquid Crystals, 299, 27-32. [Article]

BEMROSE, R. A., CARE, C. M., CLEAVER, D. J. and NEAL, M. P. (1997). A molecular dynamics study of a bi-disperse liquid crystal mixture using a generalized Gay-Berne potential. Molecular Physics, 90 (4), 625-635. [Article]

BERRINGTON, K. A. (2006). The high partial wave phenomenon of spin changing atomic transitions. Journal of physics B: Atomic, molecular and optical physics, 39, 3873-3887. [Article]

BERRINGTON, K. A., NAKAZAKI, S. and MURAKAMI, Y. (2006). Electron impact on K+: mechanisms for extreme ultraviolet submission. Journal of physics B: Atomic, molecular and optical physics, 39, 4733-4745. [Article]

BOOTH, R. J. C., HUA, L., TUCKER, J. W., CARE, C. M. and HALLIDAY, I. (1993). Monte-Carlo study of the BEG model on a honeycomb lattice. Journal of Magnetism and Magnetic Materials, 128 (1-2), 117-123. [Article]

BRAMBLE, J. P., EVANS, S. D., HENDERSON, J. R., ANQUETIL, C., CLEAVER, D. J. and SMITH, N. J. (2007). Nematic liquid crystal alignment on chemical patterns. Liquid Crystals, 34 (9), 1059-1069. [Article]

BUXTON, G. A., CARE, C. M. and CLEAVER, D. J. (2001). A lattice spring model of heterogeneous materials with plasticity. Modelling and simulation in materials science and engineering, 9 (6), 485-497. [Article]

CARE, C. M. and CLEAVER, D. J. (2005). Computer simulation of liquid crystals. Reports on progress in physics, 68, 2665-2700. [Article]

CARE, C. M., HALLIDAY, I. and GOOD, K. (2000). Lattice Boltzmann nemato-dynamics. Journal of Physics: Condensed Matter, 12 (43), L665-L671. [Article]

CARE, C. M., HALLIDAY, I., GOOD, K. and LISHCHUK, S. V. (2003). Generalized lattice boltzmann algorithm for the flow of a nematic liquid crystal with variable order parameter. Physical review E, 67 (6), 061703. [Article]

CHRZANOWSKA, A., TEIXEIRA, P. I. C., EHRENTRAUT, H. and CLEAVER, D. J. (2001). Ordering of hard particles between hard walls. Journal of Physics - Condensed Matter, 13 (21), 4715-4726. [Article]

CLARK, S. J., ADAM, C. J., CLEAVER, D. J. and CRAIN, J. (1997). Conformational energy landscapes of liquid crystal molecules. Liquid Crystals, 22 (4), 477-482. [Article]

CLEAVER, D. J., CALLAWAY, M. J., FORESTER, T., SMITH, W. and TILDESLEY, D. J. (1995). Computer modeling of the 4-N-ALKYL-4'-cyanobiphenyls adsorbed on graphite - energy minimizations and molecular-dynamics of periodic-systems. Molecular Physics, 86 (4), 613-&. [Article]

CLEAVER, D. J., CARE, C. M., ALLEN, M. P. and NEAL, M. P. (1996). Extension and generalization of the Gay-Berne potential. Physical Review E (PRE), 54 (1), 559-567. [Article]

CLEAVER, D. J. and TEIXEIRA, P. I. C. (2001). Discontinuous structural transition in a thin hybrid liquid crystal film. Chemical Physics Letters, 338 (1), 1-6. [Article]

DASTAN, Alireza, FRITH, William J. and CLEAVER, Doug (2017). Thermal hysteresis and seeding of twisted fibers formed by achiral discotic particles. The Journal of Physical Chemistry B, 121 (42), 9920-9928. [Article]

DASTAN, Alireza, MATSUMOTO, Elisabetta A., FRITH, William J. and CLEAVER, Doug (2018). Self-assembly of twisted, multi-sheet aggregates. Molecular Physics, 116 (21-22), 2823-2835. [Article]

DEBENEDICTIS, Andrew, ATHERTON, Timothy J., ANQUETIL-DECK, Candy, CLEAVER, Doug, EMERSON, David B., WOLAK, Matthew and ADLER, James H. (2015). Competition of lattice and basis for alignment of nematic liquid crystals. Physical Review E (PRE), 92 (4), 042501. [Article]

DEUBLEIN, S., ECKL, B., STOLL, J., LISHCHUK, Sergey, GUEVARA-CARRION, G., GLASS, C. W., MERKER, T., BERNREUTHER, M., HASSE, H. and VRABEC, J. (2011). ms2: Ein Werkzeug zur Berechnung thermodynamischer Stoffeigenschaften mittels molekularer Simulation. Chemie Ingenieur Technik - CIT, 84 (1-2), 114-120. [Article]

DEUBLEIN, S., ECKL, B., STOLL, J., LISHCHUK, Sergey, GUEVARA-CARRION, G., GLASS, C. W., MERKER, T., BERNREUTHER, M., HASSE, H. and VRABEC, J. (2011). ms2: a molecular simulation tool for thermodynamic properties. Computer Physics Communications Package, 182 (11), 2350-2367. [Article]

DU, Chunyan, XU, Xu, BANKS, S.P. and WU, Aiguo (2009). Control of nonlinear functional differential equations. Nonlinear Analysis: Theory, Methods & Applications, 71 (12), e1850-e1857. [Article]

DUPIN, M. M., HALLIDAY, I. and CARE, C. (2003). Multi-component lattice boltzmann equation for mesoscale blood flow. Journal of physics A-mathematical and general, 36 (31), 8517-8534. [Article]

DUPIN, M. M., HALLIDAY, I. and CARE, C. M. (2006). Simulation of a microfluidic flow-focusing device. Physical Review E (PRE), 73 (5), 055701. [Article]

DUPIN, M. M., HALLIDAY, I. and CARE, C. M. (2004). A lattice boltzmann model of flow bunting. Philosophical transactions of the royal society of london series A-mathematical physical and engineering sciences, 362 (1821), 1755-1761. [Article]

DUPIN, M. M., HALLIDAY, I. and CARE, C. M. (2006). A multi-component lattice boltzmann scheme: Towards the mesoscale simulation of blood flow. Medical engineering and physics, 28 (1), 13-18. [Article]

DUPIN, M. M., HALLIDAY, I., CARE, C. M., ALBOUL, L. and MUNN, L. L. (2007). Modeling the flow of dense suspensions of deformable particles in three dimensions. Physical review E. Statistical, nonlinear and soft matter physics, 75. [Article]

DUPIN, M. M., HALLIDAY, I., CARE, C. M. and MUNN, L. L. (2008). Efficiency oriented, hybrid approach for modelling deformable particles in three dimensions. Progress in Computational Fluid Dynamics, An International Journal (PCFD), 8 (1-4), 109-120. [Article]

DUPIN, M. M., HALLIDAY, I., CARE, C. M. and MUNN, L. L. (2008). Lattice Boltzmann modelling of blood cell dynamics. International Journal of Computational Fluid Dynamics, 22 (7), 481-492. [Article]

DUPIN, M. M., SPENCER, T. J., HALLIDAY, I. and CARE, C. M. (2004). A many-component lattice boltzmann equation simulation for transport of deformable particles. Philosophical transactions of the royal society of london series A-mathematical physical and engineering sciences, 362 (1822), 1885-1914. [Article]

ELLISON, L. J., MICHEL, D. J., BARMES, F. and CLEAVER, D. J. (2006). Entropy-driven formation of the gyroid cubic phase. Physical review letters, 97, p. 237801. [Article]

ETTELAIE, Rammile and LISHCHUK, Sergey (2015). Detachment force of particles from fluid droplets. Soft Matter, 11 (21), 4251-4265. [Article]

ETTELAIE, Rammile, ZENGIN, Adem and LISHCHUK, Sergey (2017). Novel food grade dispersants : review of recent progress. Current Opinion in Colloid & Interface Science, 28, 46-55. [Article]

FATOBA, O.O., LEIVA-GARCIA, R., LISHCHUK, Sergey, LARROSA, N.O. and AKID, R. (2018). Simulation of stress-assisted localised corrosion using a Cellular Automaton Finite Element approach. Corrosion Science, 137, 83-97. [Article]

HALLIDAY, I., ATHERTON, M., CARE, C., COLLINS, M. W., EVANS, D., EVANS, P. C., HOSE, D. R., KHIR, A. W., KÖNIG, C. S., KRAMS, R., LISHCHUK, S. and SPENCER, T. J. (2011). Multi-scale interaction of particulate flow and the artery wall. Medical Engineering and Physics, 33 (7), 840-848. [Article]

HALLIDAY, I. and CARE, C. M. (1996). Steady state hydrodynamics of a lattice Boltzmann immiscible lattice gas. Physical Review E (PRE), 53 (2), 1602-1612. [Article]

HALLIDAY, I., CARE, C. M., THOMPSON, S. and WHITE, D. (1996). Induced burst of fluid drops in a two-component lattice Bhatnager-Gross-Krook fluid. Physical Review E (PRE), 54 (3), 2573-2576. [Article]

HALLIDAY, I., HAMMOND, L. A. and CARE, C. M. (2002). Enhanced closure scheme for lattice boltzmann equation hydrodynamics. Journal of physics A-mathematical and general, 35 (12). [Article]

HALLIDAY, I., HAMMOND, L. A., CARE, C. M., GOOD, K. and STEVENS, A. (2001). Lattice Boltzmann equation hydrodynamics. Physical review E, 64 (1), 011208. [Article]

HALLIDAY, I., HOLLIS, A. P. and CARE, C. M. (2007). Lattice Boltzmann algorithm for continuum multicomponent flow. Physical Review E (PRE), 76 (2 Part). [Article]

HALLIDAY, I., LAW, R., CARE, C. and HOLLIS, A. (2006). Improved simulation of drop dynamics in a shear flow at low reynolds and capillary number. Physical review E, 73 (5), 056708. [Article]

HALLIDAY, I., SPENCER, T. J. and CARE, C. M. (2009). Validation of multicomponent lattice Boltzmann equation simulations using theoretical calculations of immiscible drop shape. Physical review E. Statistical, nonlinear and soft matter physics, 79 (1). [Article]

HALLIDAY, I., THOMPSON, S. P. and CARE, C. M. (1998). Macroscopic surface tension in a lattice Bhatnagar-Gross-Krook model of two immiscible fluids. Physical Review E (PRE), 57 (1), 514-523. [Article]

HALLIDAY, Ian, LISHCHUK, Sergey, PONTRELLI, G. and EVANS, P. C (2016). Local membrane length conservation in two-dimensional vesicle simulation using multi-component lattice Boltzmann Equation Method. Physical Review Letters, 94 (2). [Article]

HALLIDAY, Ian, LISHCHUK, Sergey, SPENCER, T J, PONTRELLI, G and CARE, C M (2013). Multiple-component lattice Boltzmann equation for fluid-filled vesicles in flow. Physical review. E, Statistical, nonlinear, and soft matter physics, 87 (2), 023307. [Article]

HALLIDAY, Ian, LISHCHUK, Sergey, SPENCER, Timothy, BURGIN, Kallum and SCHENKEL, Torsten (2017). Interfacial Micro-currents in Continuum-Scale Multi-Component Lattice Boltzmann Equation Hydrodynamics. Computer Physics Communications, 219, 286-296. [Article]

HALLIDAY, Ian, LISHCHUK, Sergey, SPENCER, Timothy, PONTRELLI, Giuseppe and EVANS, Paul (2016). Local membrane length conservation in two-dimensional vesicle simulation using a multicomponent lattice Boltzmann equation method. Physical Review E (PRE), 94 (2). [Article]

HALLIDAY, Ian, XU, Xu and BURGIN, Kallum (2017). The shear viscosity of a two-dimensional emulsion of drops using a multiple-relaxation-time-step lattice Boltzmann method. Physical Review E (PRE), 95 (2-1). [Article]

HAMMOND, L. A., HALLIDAY, I., CARE, C. M. and STEVENS, A. (2007). Lattice boltzmann equation calculation of internal, pressure-driven turbulent flow. Journal of physics A-mathematical and general, 35 (47), 9945-9955. [Article]

HOLLIS, A., HALLIDAY, I. and CARE, C. M. (2006). Enhanced, mass-conserving closure scheme for lattice boltzmann equation hydrodynamics. Journal of physics A-mathematical and general, 39 (33), 10589-10601. [Article]

HOLLIS, A. P., HALLIDAY, I. and CARE, C. M. (2008). An accurate and versatile lattice closure scheme for lattice Boltzmann equation fluids under external forces. Journal of computational physics, 227 (17), 8065-8082. [Article]

HOLLIS, A. P., HALLIDAY, I. and LAW, R. (2007). Kinematic condition for multicomponent lattice Boltzmann simulation. Physical Review E (PRE), 76 (2 Part). [Article]

HOLLIS, A.P., SPENCER, Timothy, HALLIDAY, Ian and CARE, Chris (2011). Dynamic wetting boundary condition for continuum hydrodynamics with multi-component lattice Boltzmann equation simulation method. IMA Journal of Applied Mathematics, 76 (5), 726-742. [Article]

HSIAO, Sarah T, SPENCER, Timothy, BOLDOCK, Luke, PROSSEDA, Svenja Dannewitz, XANTHIS, Ioannis, TOVAR-LOPEZ, Francesco J, VAN BUESEKAMP, Heleen, KHAMIS, Ramzi Y, FOIN, Nicolas, BOWDEN, Neil, HUSSAIN, Adil, ROTHMAN, Alex, RIDGER, Victoria, HALLIDAY, Ian, PERRAULT, Cecile, GUNN, Julian and EVANS, Paul C (2016). Endothelial repair in stented arteries is accelerated by inhibition of Rho-associated protein kinase. Cardiovascular Research, 112 (3), 689-701. [Article]

JONES, W. and HALLIDAY, I. (2001). Effects of excitation and ionization in meteor trains. Monthly Notices of the Royal Astronomical Society, 320 (4), 417-423. [Article]

KIMBER, R. G. E., WALKER, A. B., SCHRODER-TURK, G. E. and CLEAVER, D. J. (2010). Bicontinuous minimal surface nanostructures for polymer blend solar cells. Phys. Chem. Chem. Phys., 12 (4), 844-851. [Article]

LATHAM, R. and CLEAVER, D. J. (2000). Substrate-induced demixing in a confined liquid crystal film. Chemical Physics Letters, 330 (1-2), 7-14. [Article]

LAWFORD, P. V., VENTIKOS, Y., KHIR, A. W., ATHERTON, M., EVANS, D., HOSE, D. R., CARE, C. M., WATTON, P. N., HALLIDAY, I., WALKER, D. C., HOLLIS, A. P. and COLLINS, M. W. (2008). Modelling the interaction of haemodynamics and the artery wall: Current status and future prospects. Biomedicine and pharmacotherapy, 62 (8), 530-535. [Article]

LISHCHUK, S V, HALLIDAY, Ian and CARE, C M (2008). Multicomponent lattice Boltzmann method for fluids with a density contrast. Physical review E. Statistical, nonlinear and soft matter physics, 77 (3 Pt 2), 036702. [Article]

LISHCHUK, S. V. (2014). Effective surface dilatational viscosity of highly concentrated particle-laden interfaces. Physical Review E (PRE), 90, 053005. [Article]

LISHCHUK, S. V., CARE, C. and HALLIDAY, I. (2004). A lattice boltzmann scheme for a nematic-isotropic interface. Journal of physics: Condensed matter, 16 (19), 1931-44. [Article]

LISHCHUK, S. V. and CARE, C. M. (2005). Comment on "fluctuations of elastic interfaces in fluids: Theory, lattice-boltzmann model, and simulation". Physical review E, 71 (5), 053201. [Article]

LISHCHUK, S. V. and CARE, C. M. (2004). Shape of an isotropic droplet in a nematic liquid crystal: The role of surfactant. Physical review E (statistical, nonlinear, and soft matter physics), 70 (1), 11702-1. [Article]

LISHCHUK, S. V., CARE, C. M. and HALLIDAY, I. (2003). Lattice boltzmann algorithm for surface tension with greatly reduced microcurrents. Physical review E, 67 (3), 036701. [Article]

LISHCHUK, S. V., HALLIDAY, I. and CARE, C. M. (2006). Shear viscosity of bulk suspensions at low reynolds number with three-dimensional lattice boltzmann method. Physical review E, 74 (1), 017701. [Article]

LISHCHUK, S. V., MALOMUZH, N. P., FAIZULLAEV, Sh. F. and OSMANOV, S. A. (1997). Determination of molecular light scattering spectral lines parameters with help of regularized frequency moments. Uzbek Journal of Physics, 3, p. 41. [Article]

LISHCHUK, Sergey (2016). Dilatational viscosity of dilute particle-laden fluid interface at different contact angles. Physical Review E (PRE), 94 (6), 063111. [Article]

LISHCHUK, Sergey (2014). Effective surface shear viscosity of an incompressible particle-laden fluid interface. Physical Review E (PRE), 89 (4), 043003. [Article]

LISHCHUK, Sergey (2012). Role of three-body interactions in formation of bulk viscosity in liquid argon. The Journal of Chemical Physics, 136, p. 164501. [Article]

LISHCHUK, Sergey, AKID, R., WORDEN, K. and MICHALSKI, J. (2011). A cellular automaton model for predicting intergranular corrosion. Corrosion Science, 53 (8), 2518-2526. [Article]

LISHCHUK, Sergey and ETTELAIE, Rammile (2016). Detachment force of particles with pinning of contact line from fluid bubbles/droplets. Langmuir, 32 (49), 13040-13045. [Article]

LISHCHUK, Sergey, ETTELAIE, Rammile and ANNABLE, Tom (2017). On the structural polydispersity of random copolymers adsorbed at interfaces : comparison of surface and bulk distributions. Molecular Physics, 115 (9-12), 1343-1351. [Article]

LISHCHUK, Sergey and FISCHER, Johann (2018). Communication: long range corrections in liquid-vapor interface simulations. The Journal of chemical physics, 149 (9), 091102. [Article]

LISHCHUK, Sergey and FISCHER, Johann (2018). Long range corrections in liquid-vapor interface simulations. The Journal of Chemical Physics, 149, 091102. [Article]

LISHCHUK, Sergey and FISCHER, Johann (2001). Velocity distribution of water molecules in pores under microwave electric field. International Journal of Thermal Sciences, 40 (8), 717-723. [Article]

LISHCHUK, Sergey and MALOMUZH, N. P. (1999). Cluster approach to the problems of diffusion and viscosity in supercooled states of glycerol-like liquids. Chemical Physics Letters, 309 (3-4), 307-313. [Article]

LISHCHUK, Sergey and MALOMUZH, N. P. (1997). Clusterization in supercooled states of glycerol-like liquids and its manifestations in different phenomena. The Journal of Chemical Physics, 106, p. 6160. [Article]

LISHCHUK, Sergey and MALOMUZH, N. P. (1995). Influence of temperature on relaxing parameters for supercooled glycerollike liquids. Russian Journal of Physical Chemistry, 69, p. 1539. [Article]

LISHCHUK, Sergey and MALOMUZH, N. P. (1995). Specific features of induced pulsed-light scattering in supercooled glycerol. Russian Journal of Physical Chemistry, 69, p. 98. [Article]

LISHCHUK, Sergey and MALOMUZH, N. P. (1995). The peculiarities of molecular and stimulated impulsive light scattering in supercooled states of glycerol-like liquids. Journal of Molecular Structure, 348, 205-208. [Article]

LISHCHUK, Sergey and MALOMUZH, N. P. (1996). The spectra of molecular light scattering in high-viscosity glycerol-like liquids. Russian Journal of Physical Chemistry, 70 (3), 369-375. [Article]

LISHCHUK, Sergey, MALOMUZH, N. P. and MAKHLAICHUK, P. V. (2011). Contribution of H-bond vibrations to heat capacity of water. Physics Letters A, 375 (27), 2656-2660. [Article]

LUONG, Le, DUCKLES, Hayley, SCHENKEL, Torsten, ARNOLD, Nadine, GSELL, Willy, LUNGU, Angela, SPENCER, Timothy, HOSE, Rodney, HALLIDAY, Ian and EVANS, Paul (2014). Abstract 258: A Pharmacological Approach to Promote Shear Stress-Dependent Anti-inflammatory Mechanisms in Arteries. Arteriosclerosis, Thrombosis, and Vascular Biology, 34 (Suppl), A258-A258. [Article]

MICHEL, D. J. and CLEAVER, D. J. (2007). Coarse-grained simulation of amphiphilic self-assembly. Journal of chemical physics, 126, 034506. [Article]

MILLS, S. J., CARE, C. M., NEAL, M. P. and CLEAVER, D. J. (1998). Computer simulation of an unconfined liquid crystal film. Physical Review E (PRE), 58 (3), 3284-3294. [Article]

MILLS, S. J., CARE, C. M., NEAL, M. P. and CLEAVER, D. J. (1999). Computer simulation of fractionation in bidisperse liquid crystals. Molecular crystals and liquid crystals science and technology Section A - Molecular crystals and liquid crystals, 330, 1667-1674. [Article]

MILLS, S. J., CARE, C. M., NEAL, M. P., WILSON, M. R., ALLEN, M. P. and CLEAVER, D. J. (2000). Formation of a nematic monodomain in a model liquid crystal film. Journal of Molecular Liquids, 85 (1-2), 185-195. [Article]

MILLS, S. J. and CLEAVER, D. J. (2000). Gibbs ensemble simulation of nematic-isotropic coexistence in a liquid crystal mixture. Molecular Physics, 98 (18), 1379-1389. [Article]

MOTTRAM, N. J., CARE, C. M. and CLEAVER, D. J. (2006). Control of the nematic-isotropic phase transition by an electric field. Physical Review E, 74 (4). [Article]

MOTTRAM, N. J., CARE, C. M. and CLEAVER, D. J. (2005). Seeding of the nematic-isotropic phase transition by an electric field. . [Article]

O'DUBHGHAILL, Coilin and JONES, Alan Hywel (2010). Original research into Japanese alloys and patination. The Goldsmiths' Company Technical Bulletin. [Article]

PONTRELLI, Giuseppe, HALLIDAY, Ian, MELCHIONNA, Simone, SPENCER, Timothy and SUCCI, Sauro (2013). Lattice Boltzmann method as a computational framework for multiscale haemodynamics. Mathematical and Computer Modelling of Dynamical Systems, 20 (5), 470-490. [Article]

PONTRELLI, Giuseppe, HALLIDAY, Ian, SPENCER, Tim J., KÖNIG, Carola S. and COLLINS, Michael W. (2015). Modelling the glycocalyx–endothelium–erythrocyte interaction in the microcirculation: a computational study. Computer Methods in Biomechanics and Biomedical Engineering, 18 (4), 351-361. [Article]

PONTRELLI, Giuseppe, KOENIG, Carola, HALLIDAY, Ian, SPENCER, Timothy, COLLINS, Michael, LONG, Quan and SUCCI, Sauro (2011). Modelling wall shear stress in small arteries using Lattice Boltzmann method: influence of the endothelial wall profile. Medical Engineering and Physics, 33 (7), 832-839. [Article]

PRYBYTAK, P., FRITH, W. J. and CLEAVER, Doug (2012). Hierarchical self-assembly of chiral fibres from achiral particles. Interface Focus, 2 (5), 651-657. [Article]

PRYBYTAK, P., FRITH, W. J. and CLEAVER, Doug (2012). Hierarchical self-assembly of chiral fibres from achiral particles. Interface Focus, 2 (5), 651-657. [Article]

SANTOS-SILVA, T, TEIXEIRA, P.I.C., ANQUETIL-DECK, C. and CLEAVER, Doug (2014). Neural-network approach to modeling liquid crystals in complex confinement. Physical Review E, 89 (5), 053316. [Article]

SCHENKEL, Torsten, KRITTIAN, Sebastian, MUEHLHAUSEN, Mark-Patrick and OERTEL, Herbert (2010). Hemodynamics and Fluid-Structure-Interaction in a Virtual Heart. it - Information Technology : Methoden und innovative Anwendungen der Informatik und Informationstechnik, 52 (2), 250-257. [Article]

SCHONHOFER, Philipp WA, CLEAVER, Doug and SCHRODER-TURK, Gerd E (2018). Double diamond phase in pear-shaped nanoparticle systems with hard sphere solvent. Journal of Physics D: Applied Physics, 51 (46), p. 464003. [Article]

SCHÖNHÖFER, Philipp W. A., ELLISON, Laurence J., MARECHAL, Matthieu, CLEAVER, Douglas J. and SCHRÖDER-TURK, Gerd E. (2017). Purely entropic self-assembly of the bicontinuous Ia3̅d gyroid phase in equilibrium hard-pear systems. Interface Focus, 7 (4), p. 20160161. [Article]

SEATON, M A, HALLIDAY, Ian and MASTERS, A J (2011). Application of the multicomponent lattice Boltzmann simulation method to oil/water dispersions. Journal of Physics A: Mathematical and Theoretical, 44 (10), p. 105502. [Article]

SPENCER, T. J. and CARE, C. M. (2006). Lattice boltzmann scheme for modeling liquid crystal dynamics: Zenithal bistable device in the presence of defect motion. Physical review E, 74 (6), 061708. [Article]

SPENCER, T. J., CARE, C. M., AMOS, R. M. and JONES, J. C. (2010). Zenithal bistable device: comparison of modeling and experiment. Physical Review E - Statistical, Nonlinear, and Soft Matter Physics, 82 (2). [Article]

SPENCER, Timothy, HALLIDAY, Ian and CARE, Chris (2010). Lattice Boltzmann equation method for multiple immiscible continuum fluids. Physical Review E, 82 (066701), 1-22. [Article]

SPENCER, Timothy, HALLIDAY, Ian and CARE, Chris (2011). A local lattice Boltzmann method for multiple immiscible fluids and dense suspensions of drops. Philosophical transactions. Mathematical, physical, and engineering sciences, 369 (1944), 2255-2263. [Article]

SPENCER, Timothy, HALLIDAY, Ian, CARE, Chris, CARTMELL, Sarah and HIDALGO-BASTIDA, Araida (2012). In silico multi-scale model of transport and dynamic seeding in a bone tissue engineering perfusion bioreactor. Biotechnology Bioengineering, 110 (4), 1221-1230. [Article]

TEIXEIRA, P. C. I., BARMES, F., ANQUETIL-DECK, C. and CLEAVER, D. J. (2009). Simulation and theory of hybrid aligned liquid crystal films. Physical review E, 79, 011709. [Article]

TEIXEIRA, P. I. C., BARMES, F. and CLEAVER, D. J. (2004). Symmetric alignment of the nematic matrix between close penetrable colloidal particles. Journal of Physics - Condensed Matter, 16 (19), S1969-S1980. [Article]

TEIXEIRA, P. I. C., CHRZANOWSKA, A., WALL, G. D. and CLEAVER, D. J. (2001). Density functional theory of a Gay-Berne film between aligning walls. Molecular Physics, 99 (10), 889-897. [Article]

THOMPSON, S. P., HALLIDAY, I. and CARE, C. M. (1999). Mesoscopic hydrodynamics of diphasic Lattice Bhatnagar Gross Krook fluid interfaces. Physical Chemistry Chemical Physics, 1 (9), 2183-2190. [Article]

WALL, G. D. and CLEAVER, D. J. (1997). Computer simulation studies of confined liquid-crystal films. Physical Review E (PRE), 56 (4), 4306-4316. [Article]

WALL, G. D. and CLEAVER, D. J. (2003). Computer simulations of adsorbed liquid crystal films. Molecular Physics, 101 (8), 1105-1112. [Article]

WEBSTER, R. E., MOTTRAM, N. J. and CLEAVER, D. J. (2003). Molecular simulation of chevrons in confined smectic liquid crystals. Physical review E, 68, 021706. [Article]

WERTH, S., LISHCHUK, Sergey, HORSCH, M. and HASSE, H. (2013). The influence of the liquid slab thickness on the planar vapor–liquid interfacial tension. Physica A : Statistical Mechanics and its Applications, 392 (10), 2359-2367. [Article]

WHITE, D. M., HALLIDAY, I., CARE, C. M. and STEVENS, A. (1999). Application of the lattice Bhatnagar-Gross-Krook method to the simulation of internal pressure-driven flow. Physica D Nonlinear Phenomena, 129 (1-2), 68-82. [Article]

WHITE, D. M., HALLIDAY, I., CARE, C. M., STEVENS, A. and THOMPSON, A. (2000). An enhanced lattice Bhatnagar-Gross-Krook method for Boussinesq flow. Physica D Nonlinear Phenomena, 141 (3-4), 199-213. [Article]

WITHERS, I. M., CARE, C., NEAL, M. P. and CLEAVER, D. J. (2002). The effects of molecular shape and quadrupole moment on tilted smectic phase formation. Molecular Physics, 100 (12), 1911-1924. [Article]

WITHERS, I. M., CARE, C. M. and CLEAVER, D. J. (2000). A computer simulation study of tilted smectic mesophases. The Journal of Chemical Physics, 113 (12), 5078-5090. [Article]

WITTHOEFT, M. C., BADNELL, N. R., BERRINGTON, K. A., PELAN, J. C. and ZANNA, G. del (2005). Atomic data from the IRON Project. I. Electron-impact scattering of Fe17+ using <I>R</I>-matrix theory with intermediate coupling. Astronomy and astrophysics, 446, 361-366. [Article]

XU, Xu, BANKS, Stephen P. and MAHFOUF, Mahdi (2011). On the structure of real-valued one-dimensional cellular automata. International Journal of Bifurcation and Chaos, 21 (05), 1265-1279. [Article]

XU, Xu, BURGIN, Kallum, ELLIS, M and HALLIDAY, Ian (2017). Benchmarking of three-dimensional multicomponent lattice Boltzmann equation. Physical Review E (PRE), 96 (5), 053308. [Article]

XU, Xu, SONG, Yi and BANKS, Stephen P. (2009). On the dynamical behaviour of cellular automata. International Journal of Bifurcation and Chaos, 19 (04), 1147-1156. [Article]

YAKUTOVICH, M. V., NEWTON, C. J. P. and CLEAVER, D. J. (2009). Mesh-free simulation of complex LCD geometries. Molecular crystals and liquid crystals, 502, 245-257. [Article]

YAKUTOVICH, Mikhail, CARE, Chris, NEWTON, CJP and CLEAVER, Doug (2010). Mesh-free modelling of liquid crystals using modified smoothed particle hydrodynamics. Physical Review E (PRE), 82 (4), 041703. [Article]

AKID, R., LISHCHUK, Sergey, WORDEN, K., BALKOWIEC, A., MICHALSKI, J. and KURZYDLOWSKI, K. J. (2012). Modelling of the aluminium alloy Al 2024 from the microscale to the macroscale: intergranular corrosion. In: DEROSE, J. A., SUTER, T., HACK, T. and ADEY, R., (eds.) Aluminium Alloy Corrosion of Aircraft Structures : Modelling and Simulation. WIT Transactions on State-of-the-art in Science and Engineering (61). WIT press, 59-76. [Book Section]

MELCHIONNA, Simone, PONTRELLI, Giuseppe, BERNASCHI, Massimo, BISSON, Mauro, HALLIDAY, Ian, SPENCER, Timothy and SUCCI, Sauro (2012). The Lattice Boltzmann method as a general framework for blood flow modelling and simulations. In: COLLINS, Michael W. and KONIG, Carola S., (eds.) Micro and nano flow systems for bioanalysis. Bioanalysis :advanced materials, methods, and devices (2). Springer, 153-170. [Book Section]

MONTESSORI, A., HALLIDAY, I., LAURICELLA, M., LISHCHUK, S.V., PONTRELLI, G., SPENCER, T.J. and SUCCI, S. (2017). Multicomponent lattice Boltzmann models for biological applications. In: CERROLAZA, Miguel, SHEFELBINE, Sandra and GARZÓN-ALVARADO, Diego, (eds.) Numerical Methods and Advanced Simulation in Biomechanics and Biological Processes. Elsevier, 357-370. [Book Section]

XU, Xu and BANKS, Stephen P. (2006). Nonlinear systems: Global theory of attractors and their topology. In: Transactions of the VŠB - Technical University of Ostrava,. Mechanical series, 2 (2016-2). VŠB–Technical University of Ostrava, Ostrava, 243-248. [Book Section]

XU, Xu, ZHANG, Hongwei and CARBONE, Giuseppe (2017). Case studies on nonlinear control theory of the inverted pendulum. In: BOUBAKER, Olfa and IRIARTE, Rafael, (eds.) The inverted pendulum in control theory and robotics. From theory to new innovations. IET Control Robotics and Sensors Series (111). London, IET, 225-262. [Book Section]

MOUNTNEY, Sara, ASTHANA, Abhishek, MOHAMMAD, Kashif and ALMOND, Mark (2015). Why would a service-based SME add manufacturing capability? In: 4th International Conference in Business Servitization (ICBS 2015), Universidad Rey Juan Carlos, Madrid, Spain., 19th - 20th November 2015. [Conference or Workshop Item]

RUCK, Sebastian and SCHENKEL, Torsten (2010). Vortex Configuration behind Flapping Wings. In: IUTAM Symposium on Bluff Body Wakes and Vortex-Induced Vibrations, Capri, Italy, 22-25 June 2010. [Conference or Workshop Item]

SCHENKEL, Torsten (2011). Fluid-Structure-Interaction: From classical divide to challenging reunion. In: 8th Japanese-German Frontiers of Science Symposium, Tokyo, Japan, 28-30 October 2011. [Conference or Workshop Item]