Items where Author is "Halliday, Ian"

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]

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, 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]

SAXTON, Harry, XU, Xu, SCHENKEL, Torsten and HALLIDAY, Ian (2024). Assessing input parameter hyperspace and parameter identifiability in a cardiovascular system model via sensitivity analysis. Journal of Computational Science, 79: 102287. [Article]

SAXTON, Harry, XU, Xu, SCHENKEL, Torsten, CLAYTON, Richard H. and HALLIDAY, Ian (2024). Convergence, sampling and total order estimator effects on parameter orthogonality in global sensitivity analysis. PLOS Computational Biology, 20 (7): e1011946. [Article]

TAYLOR, Daniel J, SAXTON, Harry, HALLIDAY, Ian, NEWMAN, Tom, HOSE, DR, KASSAB, Ghassan S, GUNN, Julian P and MORRIS, Paul D (2024). Systematic review and meta-analysis of Murray's law in the coronary arterial circulation. American journal of physiology. Heart and circulatory physiology, 327 (1), H182-H190. [Article]

TAYLOR, Daniel J., SAXTON, Harry, HALLIDAY, Ian, NEWMAN, Tom, FEHER, Jeroen, GOSLING, Rebecca, NARRACOTT, Andrew J., VAN KEMENADE, Denise, VAN’T VEER, Marcel, TONINO, Pim A.L., ROCHETTE, Michel, HOSE, D. Rodney, GUNN, Julian P. and MORRIS, Paul D. (2024). Evaluation of models of sequestration flow in coronary arteries—Physiology versus anatomy? Computers in Biology and Medicine, 173: 108299. [Article]

SAXTON, Harry, XU, Xu, SCHENKEL, Torsten, CLAYTON, Richard H. and HALLIDAY, Ian (2024). Convergence, sampling and total order estimator effects on parameter orthogonality in global sensitivity analysis. [Pre-print] (Unpublished) [Pre-print]

SAXTON, Harry, SCHENKEL, Torsten, HALLIDAY, Ian and XU, Xu (2023). Personalised parameter estimation of the cardiovascular system: Leveraging data assimilation and sensitivity analysis. Journal of Computational Science, 74: 102158. [Article]

SAXTON, Harry, XU, Xu, HALLIDAY, Ian and SCHENKEL, Torsten (2023). New perspectives on sensitivity and identifiability analysis using the unscented kalman filter. [Pre-print] (Unpublished) [Pre-print]

SPENDLOVE, James, XU, Xu, SCHENKEL, Torsten, GUNN, Julian and HALLIDAY, Ian (2023). Chromodynamic lattice Boltzmann method for the simulation of drops, erythrocytes, and other vesicles. Communications in computational physics, 33 (1), 283-309. [Article]

SCHENKEL, Torsten and HALLIDAY, Ian (2021). Continuum Scale Non Newtonian Particle Transport Model for Hæmorheology. Mathematics, 9 (17). [Article]

SPENDLOVE, James, XU, Xu, SCHENKEL, Torsten, SEATON, Michael, HALLIDAY, Ian and GUNN, Julian (2021). Three-dimensional single framework multi-component lattice Boltzmann equation method for vesicle hydrodynamics. Physics of Fluids, 33 (7), 077110. [Article]

SPENDLOVE, James, XU, Xu, HALLIDAY, O.J, SCHENKEL, Torsten and HALLIDAY, Ian (2020). Chromodynamic multirelaxation-time lattice Boltzmann scheme for fluids with density difference. Physical Review E (PRE), 102 (1). [Article]

SPENDLOVE, James, XU, Xu, SCHENKEL, Torsten, SEATON, M and HALLIDAY, Ian (2020). Chromo-dynamic multi-component lattice Boltzmann equation scheme for axial symmetry. Journal of Physics A: Mathematical and Theoretical, 53 (14), p. 145001. [Article]

SPENDLOVE, James Edward, XU, Xu, SCHENKEL, Torsten, SEATON, Michael Andrew and HALLIDAY, Ian (2020). Chromo-dynamic multi-component lattice Boltzmann equation scheme for axial symmetry. Journal of Physics A: Mathematical and Theoretical, 53 (14), p. 145001. [Article]

BURGIN, Kallum, SPENDLOVE, James, XU, Xu and HALLIDAY, Ian (2019). Kinematics of chromodynamic multicomponent lattice Boltzmann Simulation with a large density contrast. Physical Review E, 100 (4), 043310. [Article]

SCHENKEL, Torsten, SPENCER, Tim and HALLIDAY, Ian (2019). Non Newtonian Particle Transport Model For Haemorheology. In: THURNER, Philipp, PAHR, Dieter and HELLMICH, Christian, (eds.) 25th Congress of the European Society of Biomechanics: book of abstracts. Congress of the European Society of Biomechanics, p. 60. [Book Section]

KOENIG, Carola, ATHERTON, Mark, CAVAZZUTI, Marco, RAMACHANDRAN, Sudarshan, GOMM, Corinna, STRANGE, Richard, HALLIDAY, Ian and SCHENKEL, Torsten (2017). P83 A pilot study to assess peak systolic velocity as a possible marker of atherosclerotic burden using ultrasound. Artery Research, 20 (C), p. 76. [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]

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]

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]

LUONG, L., DUCKLES, H., SCHENKEL, Torsten, MAHMOUD, M., TREMOLEDA, J. L., WYLEZINSKA-ARRIDGE, M., ALI, M., BOWDEN, N. P., VILLA-URIOL, M.-C., VAN DER HEIDEN, K., XING, R., GIJSEN, F. J., WENTZEL, J., LAWRIE, A., FENG, S., ARNOLD, N., GSELL, W., LUNGU, A., HOSE, R., SPENCER, Timothy, HALLIDAY, Ian, RIDGER, V. and EVANS, P. C. (2016). Heart rate reduction with ivabradine promotes shear stress-dependent anti-inflammatory mechanisms in arteries. Thrombosis and Haemostasis, 116 (1), 181-190. [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]

SCHENKEL, Torsten and HALLIDAY, Ian (2020). Continuum Scale Non Newtonian Particle Transport Model for Haemorheology -- Implementation and Validation. Arxiv Preprint. [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]

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]

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]

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]

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]

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]

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]

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]

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