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Dean, G; Read, B; Wright, L (2002) A comparison of the data requirements and predictive accuracy of the cavitation model and a simple model for non-linear behaviour in finite element systems. NPL Report. MATC(A)120

Dean, G; Read, B E; Duncan, B C (1998) Project CAM6, Report No. 3. The application of finite element methods to the prediction of the impact performance of plastics. NPL Report. CMMT(A)100

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Dean, G; Wright, L (2000) Deformation of a centrally loaded circular plate of a thermoplastic material: comparison of measurements with predictions using finite element analysis. NPL Report. CMMT(A)299

Dean, G D (2006) Modelling non-linear creep behaviour of an epoxy adhesive. NPL Report. DEPC-MPR 052

Dean, G D; Broughton, W R (2002) Models for predicting deformation and failure in adhesives and polymer matrix composites. NPL Report. MATC(A)68

Dean, G D; Broughton, W R (2008) A model for non-linear creep in polypropylene. Polym. Test., 26. pp. 1068-1081.

Dean, G D; Crocker, L E (2006) Prediction of the impact performance of plastics mouldings. NPL Report. DEPC-MPR 043

Dean, G D; Crocker, L E (2022) Prediction of the impact performance of plastics using finite element methods. Measurement Good Practice Guide. 87 (Issue 2)

Dean, G D; Crocker, L E (2023) The use of finite element methods for design with adhesives. Measurement Good Practice Guide. 48 (Issue 2)

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Dean, G D; McCartney, L N; Crocker, L E; Mera, R D (2009) Modelling the long-term deformation behaviour of polymers for finite element analysis. NPL Report. MAT 31

Dean, G D; McCartney, L N; Crocker, L E; Mera, R D (2009) Modelling the long-term deformation behaviour of polymers for finite element analysis. Plast. Rubber Compos., 38 (9-10). pp. 433-443.

Dean, G D; Mera, R D (2004) Determination of material properties and parameters required for the simulation of impact performance of plastics using finite element analysis. NPL Report. DEPC-MPR 007

Dean, G D; Mera, R D (2004) Modelling creep in toughened epoxy adhesives for finite element analysis. NPL Report. DEPC-MPR 003

Dean, G D; Tomlins, P E; Read, B E (1993) A model for non-linear creep and physical ageing in PVC. NPL Report. DMM(A)91

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Gee, M G; Mingard, K P; Nunn, J; Roebuck, B; Gant, A (2017) In situ scratch testing and abrasion simulation of WC/Co. Int. J. Refrac. Met. Hard Mat., 62. pp. 192-201.

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Gisby, J A; Taskinen, P*; Pihlasalo, J*; Li, Z S*; Tyrer, M*; Pearce, J; Avarmaa, K*; Bjorklund, P*; Davies, H; Korpi, M*; Martin, S; Pesonen, L*; Robinson, J (2017) MTDATA and the prediction of phase equilibria in oxide systems: thirty years of Industrial collaboration. Metall. Mater. Trans. B, Process Metall. Mater. Process. Sci., 48 (1). pp. 91-98.

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Hinopoulos, G; Broughton, W R (1999) Evaluation of the T-peel joint using the finite element method. NPL Report. CMMT(A)207

Hinopoulos, G; Broughton, W R (1999) An improved modelling approach to moisture absorption in adhesive joints using the finite element method. NPL Report. CMMT(A)204

Hou, X; Jennett, N M (2017) A method to separate and quantify the effects of indentation size, residual stress and plastic damage when mapping properties using instrumented indentation. Journal of Physics D - Applied Physics, 50 (45). 455304

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Huang, Z H*; Xiong, H*; Wu, Z Y*; Conway, P*; Davies, H; Dinsdale, A T; En, Y F*; Zeng, Q F* (2014) Microstructure-based multiphysics modeling for semiconductor integration and packaging. Chin. Sci. Bull., 59 (15). pp. 1696-1708.

Hunt, R A; McCartney, L N (2001) Use of models to predict deformation during the elastic nano-indentation of coatings. NPL Report. MATC(A)45

Hunt, R A; McCartney, L N (2003) Use of models to predict deformation during the elastic-plastic nano-indentation of coatings. NPL Report. MATC(A)46

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Kandil, F A (1993) Prediction of uncertainty in low cycle fatigue data. Institute of Materials, 576. pp. 517-526.

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Lord, J D (2002) Review of methods and analysis software for the determination of modulus from tensile tests. NPL Report. MATC(MN)41

Lord, J D; Loveday, M S*; Rides, M; McEnteggart, I* (2005) 'TENSTAND' WP2 final report: digital tensile software evaluation. NPL Report. DEPC-MPE 015

Lord, J D; Rides, M; Loveday, M S* (2005) 'TENSTAND' WP3 final report: modulus measurement methods. NPL Report. DEPC-MPE 016

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Lu, H*; Bailey, C*; Dusek, M; Hunt, C; Nottay, J (2000) Modelling the fatigue life of solder joints for surface mount resistors. In: International Symposium on Electronic Materials and Packaging, 30 November - 3 December 2000, Hong Kong.

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McCartney, L N (1993) Analytical micromechanical models for the prediction of multiple cracking in composites. J. Phys. IV Colloq., 3 (C7). pp. 1637-1646.

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McCartney, L N (1996) Generalised framework for the prediction of ply cracking in any symmetric laminate subject to general in-plane loading. NPL Report. CMMT(A)51

McCartney, L N (2005) Modelling scale failure in tension (fracture and spallation). Mater. High Temp., 22 (1-2). pp. 167-177.

McCartney, L N (2005) Modelling scale failure in tension (fracture and spallation). Mater. High Temp., 22 (1-2). pp. 167-177.

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McCartney, L N (1997) Predicting steady state delamination in a cross-ply laminate subject to through-thickness pressure. NPL Report. CMMT(A)65

McCartney, L N (1998) Predicting transverse crack formation in cross-ply laminates. Comp. Sci. Technol., 58 (7). pp. 1068-1081.

McCartney, L N (2005) Prediction of dislocation formation in epitaxial multilayers subject to in-plane loading. Philos. Mag., 85 (15). pp. 1575-1610.

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McCartney, L N (2001) Simulation of progressive damage formation and failure during the loading of cross-ply composites. NPL Report. MATC(A)20

McCartney, L N (1999) Simulation of progressive fibre failure during the tensile loading of unidirectional composites. NPL Report. CMMT(A)212

McCartney, L N (1996) Validation of models for the prediction of the thermal expansion coefficients for fibre reinforced titanium composites. NPL Report. CMMT(A)56

McCartney, L N (1994) The prediction of non-uniform cracking in biaxially loaded cross-ply laminates. NPL Report. DMM(A)142

McCartney, L N (1997) validation of models to predict thermal expansion of fibre reinforced metal matrix composites. NPL Report. CMMT(MN)003

McCartney, L N; Clay, K* (2009) Rigorous analysis for estimating the orientation of cubic crystals. NPL Report. MAT 30

McCartney, L N; Maxwell, A S (2002) Predicting through-thickness cracking in a two-layer coated system subject to axial loading and bending. NPL Report. MATC(A)138

McCartney, L N; McCormick, N J; Lawrence, K M (1999) A new model of fatigue creep deformation. NPL Report. CMMT(A)161

McCartney, L N; Saunderson, S E T* (1995) A recursive method of calculating stress transfer in multiple-ply laminates subject to biaxial loading, I: development of model. NPL Report. DMM(A)150

McCartney, L N; Schoeppner, G A* (2002) Predicting the effect of non-uniform ply cracking on the thermoelastic properties of cross-ply laminates. Comp. Sci. Technol., 62. pp. 1841-1856.

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McCormick, N J; Lawrence, K (2002) The impact of new Internet technologies on SmartManuals and other MATC Internet projects. NPL Report. MATC(A)97

McCormick, N J; Roebuck, B (1993) The computer simulation of WC powder distributions. Powder Metall., 36 (1). pp. 31-41.

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Quested, T E (2000) Finite element analysis of miniaturised electro thermo mechanical testing system. NPL Report. CMMT(A)291

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Read, B E; Dean, G; Duncan, B C (1998) Project CAM6. Report No. 5. Characterisation of the Non-linear behaviour of plastics for finite element analysis. NPL Report. CMMT(A)114

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Roberts, S J; McCartney, L N; Wright, L (2003) Predicting steady state interface debonding in a two-layer coated system under biaxial loading and bending. NPL Report. MATC(A)143

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Roebuck, B; Brooks, M R (1998) Flow stress measurements for machining modelling. NPL Report. CMMT(A)123

Roebuck, B; Gee, M G (1997) Modelling the effects of structure size distribution on the strength and toughness of hardmetals. In: 14th Int. Plansee Seminar, May 1997, Reutte, Austria.

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Turnbull, A; Hutchings, R B; Ferriss, D H (1997) Modelling of thermal desorption of hydrogen from metals. Mater. Sci. Eng., A238. pp. 317-328.

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