Introduction to Perturbation Methods MH Holmes Springer Science & Business Media, 2012 | 1527 | 2012 |
Fluid transport and mechanical properties of articular cartilage: a review VC Mow, MH Holmes, WM Lai Journal of biomechanics 17 (5), 377-394, 1984 | 1418 | 1984 |
The nonlinear characteristics of soft gels and hydrated connective tissues in ultrafiltration MH Holmes, VC Mow Journal of biomechanics 23 (11), 1145-1156, 1990 | 581 | 1990 |
The structure and function of Pacinian corpuscles: a review J Bell, S Bolanowski, MH Holmes Progress in neurobiology 42 (1), 79-128, 1994 | 327 | 1994 |
Introduction to numerical methods in differential equations MH Holmes Springer New York, 2007 | 282 | 2007 |
Boundary conditions at the cartilage-synovial fluid interface for joint lubrication and theoretical verifications JS Hou, MH Holmes, WM Lai, VC Mow | 269 | 1989 |
Finite deformation of soft tissue: analysis of a mixture model in uni-axial compression MH Holmes | 232 | 1986 |
An analysis of the squeeze-film lubrication mechanism for articular cartilage JS Hou, VC Mow, WM Lai, MH Holmes Journal of biomechanics 25 (3), 247-259, 1992 | 178 | 1992 |
Singular perturbation analysis of the nonlinear, flow-dependent compressive stress relaxation behavior of articular cartilage MH Holmes, WM Lai, VC Mow | 160 | 1985 |
A finite deformation theory for nonlinearly permeable soft hydrated biological tissues VC Mow, MK Kwan, WM Lai, MH Holmes Frontiers in biomechanics, 153-179, 1986 | 156 | 1986 |
Introduction to the foundations of applied mathematics MH Holmes Springer, 2009 | 149 | 2009 |
A penalty finite element analysis for nonlinear mechanics of biphasic hydrated soft tissue under large deformation JK Suh, RL Spilker, MH Holmes International journal for numerical methods in engineering 32 (7), 1411-1439, 1991 | 142 | 1991 |
Advanced theoretical and experimental techniques in cartilage research VC Mow, WM Lai, MH Holmes Biomechanics: Principles and Applications: Selected Proceedings of the 3rd …, 1982 | 79 | 1982 |
A theoretical analysis for determining the nonlinear hydraulic permeability of a soft tissue from a permeation experiment MH Holmes Bulletin of mathematical biology 47, 669-683, 1985 | 77 | 1985 |
Microscale reduction error indicators and estimators for a periodic heterogeneous medium J Fish, P Nayak, MH Holmes Computational Mechanics 14 (4), 323-338, 1994 | 72 | 1994 |
A fibrous dynamic continuum model of the tympanic membrane RD Rabbitt, MH Holmes The Journal of the Acoustical Society of America 80 (6), 1716-1728, 1986 | 64 | 1986 |
Model of the dynamics of receptor potential in a mechanoreceptor J Bell, M Holmes Mathematical biosciences 110 (2), 139-174, 1992 | 62 | 1992 |
Three‐dimensional acoustic waves in the ear canal and their interaction with the tympanic membrane RD Rabbitt, MH Holmes The Journal of the Acoustical Society of America 83 (3), 1064-1080, 1988 | 52 | 1988 |
Asymptotic behaviour of thin poroelastic layers SI Barry, M Holmes IMA journal of applied mathematics 66 (2), 175-194, 2001 | 49 | 2001 |
A model of a sensory mechanoreceptor derived from homogenization MH Holmes, J Bell SIAM Journal on Applied Mathematics 50 (1), 147-166, 1990 | 37 | 1990 |