HOWDEN, L., GIDDINGS, D., POWER, H. and VLOEBERGHS, M., 2011. Three-dimensional cerebrospinal fluid flow within the human central nervous system DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS SERIES B. VOL 15(NUMB 4), 957-970 STEVENS, D, POWER, H, LEES, M and MORVAN, H, 2011. A Local Hermitian Rbf Meshless Numerical Method For The Solution Of Multi-Zone Problems Numerical Methods For Partial Differential Equations. 27(5), 1201-1230 NIETO, C, GIRALDO, M and POWER, H, 2011. Boundary Integral Equation Approach For Stokes Slip Flow In Rotating Mixers Discrete And Continuous Dynamical Systems-Series B. 15(4), 1019-1044 SANCHEZ, CC, POWER, H, GARCIA, SG and BRETONES, AR, 2011. Quasi-Static Multi-Domain Inverse Boundary Element Method For Mri Coil Design With Minimum Induced E-Field Engineering Analysis With Boundary Elements. 35(3), 264-272 BUSTAMANTE, CA, FLOREZ, WF, POWER, H, GIRALDO, M and HILL, AF, 2011. Control Volume-Radial Basis Function Solution Of 2D Driven Cavity Flow In Terms Of The Velocity Vorticity Formulation Cmes-Computer Modeling In Engineering & Sciences. 79(2), 103-130
GIRALDO, M, POWER, H and FLOREZ, WF, 2011. Indirect Boundary Integral Formulation For The Solution Of Shear-Thinning Flow Inside Single Rotor Mixers Numerical Methods For Partial Differential Equations. 27(6), 1610-1627 GARRATT, J.E., CLIFFE. K.A., HIBBERD, S. and POWER, H., 2010. A numerical scheme for solving a periodically forced Reynolds equation. International Journal for Numerical Methods in Fluids. 67(5), 559-580 BAXTER,S.J., POWER, H., CLIFFE, K.A. and HIBBERD, S., 2010. Free surface Stokes flows obstructed by multiple obstacles International Journal for Numerical Methods in Fluids. 62(2), 530-564 STEVENS, D and POWER, H, 2010. A Scalable Meshless Formulation Based On Rbf Hermitian Interpolation For 3D Nonlinear Heat Conduction Problems Cmes-Computer Modeling In Engineering & Sciences. 55(2), 111-145
SANCHEZ, CC, GARCIA, SG and POWER, H, 2010. E-Coil: An Inverse Boundary Element Method For A Quasi-Static Problem Physics In Medicine And Biology. 55(11), 3087-3100 SANCHEZ, C. C., BOWTELL, R. W., POWER, H., GLOVER, P., MARIN, L., BECKER, A. A. and JONES, A., 2009. Forward electric field calculation using BEM for time-varying magnetic field gradients and motion in strong static fields: Engineering Analysis With Boundary Elements Engineering Analysis With Boundary Elements. 33(8-9), 1074-1088 STEVENS, D, POWER, H, LEES, M and MORVAN, H, 2009. The Use Of Pde Centres In The Local Rbf Hermitian Method For 3D Convective-Diffusion Problems Journal Of Computational Physics. 228(12), 4606-4624 GIRALDO, M, POWER, H and FLOREZ, W, 2009. Mobility Of Shear Thinning Viscous Drops In A Shear Newtonian Carrying Flow Using Dr-Bem International Journal For Numerical Methods In Fluids. 59(12), 1321-1349 SHUAIB, NH, POWER, H and HIBBERD, S, 2009. Bem Solution Of Thin Film Flows On An Inclined Plane With A Bottom Outlet Engineering Analysis With Boundary Elements. 33(3), 388-398 BAXTER, SJ, POWER, H, CLIFFE, KA and HIBBERD, S, 2009. Three-Dimensional Thin Film Flow Over And Around An Obstacle On An Inclined Plane Physics Of Fluids. 21(3), - HOWDEN, L, GIDDINGS, D, POWER, H, AROUSSI, A, VLOEBERGHS, M, GARNETT, M and WALKER, D, 2008. Three-dimensional cerebrospinal fluid flow within the human ventricular system. Computer methods in biomechanics and biomedical engineering. 11(2), 123-33 MARIN, L., POWER, H., BOWTELL, R. W., SANCHEZ, C. C., BECKER, A. A., GLOVER, P. and JONES, A., 2008. Numerical solution for an inverse MRI problem using a regularised boundary element method: Engineering Analysis With Boundary Elements Engineering Analysis With Boundary Elements. 32(8), 658-675 ORSINI, P, POWER, H and MORVAN, H, 2008. Improving Volume Element Methods By Meshless Radial Basis Function Techniques Cmes-Computer Modeling In Engineering & Sciences. 23(3), 187-207
MARIN, L, POWER, H, BOWTELL, RW, SANCHEZ, CC, BECKER, AA, GLOVER, P and JONES, A, 2008. Boundary Element Method For An Inverse Problem In Magnetic Resonance Imaging Gradient Coils Cmes-Computer Modeling In Engineering & Sciences. 23(3), 149-173
PORTAPILA, M and POWER, H, 2008. Iterative Solution Schemes For Quadratic Drm-Md Numerical Methods For Partial Differential Equations. 24(6), 1430-1459 L. MARIN, C. COBOS SANCHEZ, P. GLOVER, H. POWER, A.A. BECKER, R.W. BOWTELL AND I.A. JONES, 2007. Numerical computation of induced electric fields due to switched magnetic field gradients and movement in strong static fields In: Fourth UK Conference on Boundary Integral Methods (ed. J. Trevelyan), Durham, UK..
L. MARIN, H. POWER, R.W. BOWTELL, C. COBOS SANCHEZ, A.A. BECKER, P. GLOVER AND I.A. JONES, 2007. Numerical solution of an inverse problem in magnetic resonance imaging using a regularized higher-order boundary element method, In: 29th World Conference on Boundary Elements and Other Mesh Reduction Methods (BEM/MRM 29) (eds. C.A. Brebiba, D. Poljak and V. Popov) WIT Press, Southampton, UK..
L. MARIN, C. COBOS SANCHEZ, P. GLOVER, H. POWER, A.A. BECKER, R.W. BOWTELL AND I.A. JONES, 2007. Boundary element based computation of induced electric fields in the quasistatic regime, Advances in Boundary Element In: Techniques VIII: International Conference on Boundary Element Techniques VIII (eds. V. Minutolo and M.H. Aliabadi), Naples, Italy..
C. COBOS SANCHEZ, P. GLOVER, H. POWER, L. MARIN, A.A. BECKER, I.A. JONES AND R.W. BOWTELL, 2007. Boundary element method for calculation of induced electric fields in quasi-static regime In: ISMRM Workshop on Advances in High Field MR, Asilomar in Pacific Grove, California, USA..
C. COBOS SANCHEZ, P. GLOVER, H. POWER, L. MARIN, A.A. BECKER, I.A. JONES AND R.W. BOWTELL, 2007. Boundary element method for induced electric fields due to switched magnetic field gradients and movement in strong static fields In: International Society for Magnetic Resonance in Medicine (ISMRM 2007), 16th Annual Meeting, Berlin..
D. STEVENS, H. POWER AND H. MORVAN, 2007. An order-N explicit time stepping formulation based on local Hermitian interpolation method for transient problems In: ECCOMAS conference on meshless Methods, Porto, Portugal..
V. POPOV, H. POWER AND L. SKERGET, ed., 2007. Domain Decomposition Techniques for Boundary Elements; Application to Fluid Flow WITpress, Southamopton, UK.
M. GIRALDO, H. POWER AND W. FLOREZ, 2007. Boundary only formulation for the motion and deformation of shear thinning drops in Newtonian shearing flow, In: Fourth UK Conference on Boundary Integral Methods (ed. J. Trevelyan), Durham, UK..
M. PORTAPILA AND H. POWER, 2007. A convergence analysis of the performance of the DRM-MD boundary integral approach International journal of Numerical Methods in Engineering. 71, 47-65 M. GIRALDO, H. POWER &W. FL´OREZ, 2007. Evaluation of strong shear thinning non-Newtonian fluid flow using single domain DR-BEM In: Boundary Elements and other Mesh reduction methods XXIX, Southampton, UK..
P. ORSINI, H. POWER AND H. MORVAN, 2007. The use of local radial basis function meshless scheme to improve the performance of unstructured volume element method In: I C C E S S p e c i a l S y m p o s i u m on M E S H L E S S M E T H O D S, Patras, Greece..
M. I. PORTAPILA AND H. POWER, 2007. Iterative schemes for the solution of systems of equations arising from the DRM in multidomains. In: V. POPOV, H. POWER AND L. SKERGET, ed., Domain Decomposition Techniques for Boundary Elements; Application to Fluid Flow WITpress, Southamopton, UK.
H. POWER, A. HERNANDEZ & A. LA ROCCA, 2007. Non-overlapping domain decomposition scheme for the symmetric radial basis function meshless approach with double collocation at the sub-domain interfaces In: Boundary Elements and other Mesh reduction methods XXIX, Southampton, UK..
H. POWER AND W.F. FLOREZ, 2007. Multi-domain DRM boundary element for the numerical simulation of non-isothermal Newtonian and non-Newtonian flow problems. In: V. POPOV, H. POWER AND L. SKERGET, ed., Domain Decomposition Techniques for Boundary Elements; Application to Fluid Flow WITpress, Southamopton, UK. 69-98
SHUAIB, N.H., POWER, H., HIBBERD, S. and SIMMONS, K., 2006. A numerical study of wave structures developed on the free surface of a film flowing on inclined planes and subjected to surface shear International Journal for Numerical Methods in Engineering. 68(7), 755-789 HERNANDEZ, A., LA ROCCA, A., POWER, H., GRAUPNER, U. and ZIEGENBALG, G., 2006. Modelling the effect of precipitation inhibitors on the crystallization process from well mixed over-saturated solutions in gypsum based on Langmuir-Volmer flux correction Journal of Crystal Growth. 295(2), 217-230 MARIN,L., POWER,H., BOWTELL,R.W., COBOS SANCHEZ,C., BECKER,A.A., GLOVER,P. and JONES,I.A., 2006. Regularized boundary element method for an inverse electromagnetic problem with applications to gradient coil design In: IABEM 2006 Conference. 41-44
L. HOWDENA, D. GIDDINGSA, A. AROUSSIA, H. POWER, M. VLOEBERGHSB, D. WALKERB & M. GARNETTC, 2006. Computational modelling of CSF motion within the Human Central Nervous System In: World Congress of Biomechanics, Munich, Germany.. (In Press.)
L. HOWDENA, D. GIDDINGSA, A. AROUSSIA, H. POWERA, M. VLOEBERGHSB, D. WALKERB & M. GARNETTC, 2006. Simulating Intra-ventricular drug delivery: An experimental investigation using a geometrically accurate, physical model of the Human Ventricular System (Poster) In: World Congress of Biomechanics, Munich, Germany..
D. WALKER, L. HOWDEN, D. GIDDINGS, A. AROUSSI, H. POWER, M. GARNETT, M. VLOEBERGHS, 2006. SIMULATION OF INTRAVENTRICULAR DRUG INJECTIONS INTO THE RIGHT LATERAL VENTRICLE AND WIDER CSF SPACE In: 12th International Symposium on Pediatric Neuro-Oncology, Nara, Japan..
G. ZHU, A.A. MAMMOLI AND H. POWER, 2006. A 3-D indirect boundary elements method for creeping flow of drops Engineering Analysis with Boundary Elements. 30(10), 856-868 H. POWER, 2006. Parallel Multipolar algorithm for the Indirect Boundary Element Numerical solution of Stokes Flow Problems In: DCABES, Hangzhou, China.. (In Press.)
C. COBOS SANCHEZ, L. MARIN, H. POWER, R.W. BOWTELL, A.A. BECKER, P. GLOVER AND I.A. JONES, 2006. Application of high-order boundary element method to gradient coil design In: Paper 737, 23rd Annual Scientific Meeting of the European Society for Magnetic Resonance in Medicine and Biology (ESMRMB 2006), Warsaw, Poland.. (In Press.)
L. MARIN, H. POWER, R.W. BOWTELL, C. COBOS SANCHEZ, A.A. BECKER, P. GLOVER AND I.A. JONES, 2006. BEM based solution for an inverse problem in MRI by the Tikhonov regularization method In: Advances in Boundary Element Techniques VII: International Conference on Boundary Element Techniques VII (eds. B. Gatmiri, A. Sellier and M.H. Aliabadi), EC Ltd., UK.. (In Press.)
C. COBOS SANCHEZ, L. MARIN, H. POWER, R.W. BOWTELL, A.A. BECKER, P. GLOVER AND I.A. JONES, 2006. Application of higher-order boundary element method to gradient coil design In: British Chapter of the International Society for Magnetic Resonance in Medicine (ISMRM 2006), 12th Annual Meeting, University of Surrey, Guildford, UK.. (In Press.)
D. WALKER, L. HOWDEN, D. GIDDINGS, A. AROUSSI, H. POWER, M. GARNETT, M. VLOEBERGHS, 2006. SIMULATION OF INTRAVENTRICULAR DRUG INJECTIONS INTO THE RIGHT LATERAL VENTRICLE AND WIDER CSF SPACE In: 12th International Symposium on Pediatric Neuro-Oncology, Nara, Japan.. (In Press.)
L. MARIN, H. POWER, R.W. BOWTELL, C. COBOS SANCHEZ, A.A. BECKER, P. GLOVER AND I.A. JONES, 2006. Application of engineering analysis techniques to the design of Magnetic Resonance Imaging (MRI) coils In: Engineering and Physics – Synergy for Success, Institute of Physics, London, UK. (In Press.)
A LA ROCCA, H. POWER AND V LA ROCCA, 2006. Un innovativo metodo per modellare fenomeni fisic utilizzando le funzioni a base radiale La Termotecnica. 10, 62-64
WALKER,D.A., AMMOURAH,S., AROUSSI,A., GARNETT,M.C., HOWDEN,L., POWER,H. and VLOEBERGHS,M.H, 2005. Physical and numerical modelling cerebrospinal fluid behaviour for drug delivery to the leptomeninges. In: 6th Meeting of the European Association for Neuro-Oncology..
A.AROUSSI, D.GIDDINGS, L.HOWDEN, H.POWER, M.VLOEBERGHS, D.WALKER, M.GARNETT, 2005. VISUALISING THE PATH OF CEREBROSPINAL FLUID WITHIN THE HUMAN CENTRAL NERVOUS SYSTEM In: Proceedings of PSFVIP-5 5th Pacific Symposium on Flow Visualisation and Image Processing, Australia.. (In Press.)
LA ROCCA, A., HERNANDEZ ROSALES, A. and POWER, H., 2005. Radial basis function Hermite collocation approach for the solution of time dependent convection-diffusion problems Engineering Analysis with Boundary Elements. VOL 29(NUMBER 4), 359-370 A. LA ROCCA, H. POWER, V. LA ROCCA AND M. MORALE, 2005. A mesh approach based upon radial basis function Hermite collocation method for the predicting the cooling and freezing times of foods Computers Materials and Continua. 2(4), 239-250
G. ZHU, A.A. MAMMOLI AND H. POWER, 2005. An indirect boundary integral equation for confined Stokes flow of drops In: Computational Methods in Multiphase Flow III, Portland, Maine, USA.. (In Press.)
D.GIDDINGS, A.AROUSSI, M.VLOEBERGHS, D.WALKER, H.POWER, M.GARNETT., 2004. Drug delivery to the central nervous system via cerebrospinal fluid. In: British Neuro-Oncology Group Annual Meeting, 23-25 June 2004, University of Wolverhampton, UK.. (In Press.)
KANSA, E. J., POWER, H., FASSHAUER, G. E. and LING, L., 2004. A volumetric integral radial basis function method for time-dependent partial differential equations. I. Formulation Engineering Analysis with Boundary Elements. VOL 28(NUMBER 10), 1191-1206 SARLER, B., PERKO, J., GOBIN, D., GOYEAU, B. and POWER, H., 2004. Dual reciprocity boundary element method solution of natural convection in Darcy-Brinkman porous media Engineering Analysis with Boundary Elements. VOL 28(NUMBER 1), 23-41 POWER, H. and INGHAM, D. B., 2004. Special issue: application of the BEM to interfacial phenomena Engineering Analysis with Boundary Elements. VOL 28(NUMBER 4), 293 A. LA ROCCA, A. HERNANDEZ R. AND H. POWER, 2004. Symmetric radial basis function mesh-less approach for time dependent PDEs In: Boundary Elements XXVI, Bolognia, Italy. (In Press.)
VILLEGAS-DÍAZ, M., POWER, H. and RILEY, D.S., 2003. On the stability of rimming flows to two-dimensional disturbances Fluid Dynamics Research. 33(1-2), 141-172 FLOREZ, W., POWER, H. and CHEJNE, F., 2003. Multi-domain DRM boundary element method for non-isothermal non-Newtonian Stokes flow with viscous dissipation International Journal of Numerical Methods for Heat & Fluid Flow. 13(6), 736-768 MAQABLEH, A, SIMMONS, K, HIBBERD, S, POWER, H AND YOUNG,, 2003. FD Modelling of Three-Component Air/Oil Flow and Heat Transfer in a Rotating Annulus In: Prof 11th International Conference of CFD, Waterloo, Ontario, Canada.. (In Press.)
IBÁÑEZ, M.T. and POWER, H., 2002. An efficient direct BEM numerical scheme for phase change problems using Fourier series Computer Methods in Applied Mechanics and Engineering. 191(21-22), 2371-2402 FLOREZ, W. F., POWER, H. and CHEJNE, F., 2002. Numerical Solution of Thermal Convection Problems Using the Multidomain Boundary Element Method Numerical Methods for Partial Differential Equations. VOL 18(PART 4), 469-489 RODRIGUEZ, J. J. and POWER, H., 2002. An adaptive dual reciprocity scheme for the numerical solution of the Poisson equation Engineering Analysis with Boundary Elements. VOL 26(NUMBER 4), 283-300 POWER H and LA ROCCA A. AND ROSALES A.H, 2002. Micro and macro scale mathematical formulation of gypsum crystallization in the sealing process of the CRYSTECHALIN project In: Crystallisation technologies for prevention of salt water intrusion, Scanzano Jonico, Italy, 39-48.. (In Press.)
V. POPOV AND H. POWER, 2002. BEM simulation of groundwater contamination remediation In: ENVORISOFT, Bergen, Norway.. (In Press.)
V. POPOV AND H. POWER, 2002. Two multipole alternatives based on Taylor series expansions for 3D BEM elasticity formulation In: BEM 24, Sintra, Portugal.. (In Press.)
H. POWER, A. LA ROCCA AND A. HERNANDEZ ROSALEZ, 2002. Micro and macro mathematical formulation of Gypsum crystallization in sealing process of the CRYSTECHALIN project. In: M. POLEMIO AND G. GALLICCHIO, ed., Crystallisation Technologies for Prevention of Salt Water Intrusion GEO-GRAPH S.n.c., Segrate, Italy. 39-48 (In Press.)
IBANEZ, M.T. and POWER, H., 2002. Advanced boundary elements for heat transfer
H. POWER AND C.A. BREBBIA, ed., 2001. Computational Methods in Multiphase Flow WITpress, Southamopton, UK. (In Press.)
M. KANOH, H. OKUZONO, T. KUROKI AND H. POWER, 2001. Boundary element analysis of large amplitude of water motion of incident waves against permeable submerged breakwaters In: Boundary Elements XXIII, Lemnos, Greece.
PORTAPILA M. AND POWER H., 2001. Iterative solution techniques in the DRM-MD approach In: Boundary Element Technology XIV.
RODRIGUEZ, J. J. and POWER, H., 2001. h-Adaptive mesh refinement strategy for the boundary element method based on local error analysis Engineering Analysis with Boundary Elements. VOL 25(NUMBER 7), 565-579 POPOV, V. and POWER, H., 2001. An O(N) Taylor series multipole boundary element method for three-dimensional elasticity problems Engineering Analysis with Boundary Elements. VOL 25(NUMBER 1), 7-18 W.F. FLOREZ, AND H. POWER, 2001. MD-DRM mass conservative interpolation for the solution of non-linear viscous flow problems In: Boundary Elements XXIII, Lemnos, Greece.
BRICENOF.J. AND POWER H., 2001. Low Reynolds number deformation of a viscous drop containing a solid particle In: Computational Methods in Multiphase Flow.
SAAVEDRA I. AND POWER H., 2001. Adaptive refinements in method of fundamental solutions for bidimensional Laplace problems Boundary Element Communications. 12(1), 3-11
SAAVEDRA I. AND POWER H., 2001. Adaptive refinement scheme for the least-squares fundamental solution method for potential problems In: Boundary Element Technology XIV,.
POWER, H. and GOMEZ, J. E., 2001. The completed second kind integral equation formulation for Stokes flow with mixed boundary conditions COMMUNICATIONS IN NUMERICAL METHODS IN ENGINEERING. VOL 17(PART 4), 215-228 POWER, H., 2000. BEM Fourier Series Alogrithm for the Numerical Solution of Stefan Problems In: Boundary Elements XXII.
POWER, H., 2000. Mesh Refinement for Dual Reciprocity Method using Local Error Analysis In: Boundary Elements XXII.
POWER, H., 2000. Indirect BEM Formulation for Stokes Flow Mixed Boundary Value Problems In: Boundary Elements XXII.
POPOV, V. and POWER, H., 2000. Numerical Analysis of Efficiency of Landfill Venting Trenches Journal of Environmental Engineering. VOL 126(PART 1), 32-38 POWER, H., 2000. A Parallel Multipolar BEM Approach for Neumann Interior Stokes Flow Problems In: Applications of High-performance Computing in Engineering VI.
POWER, H., 2000. Numerical Solution of Non-Newtonian Problems by the Multi-domain Dual Reciprocity Method In: Boundary Elemenst XXII.
POWER, H., 1999. Dual BEM Formulation for Internal Acousitc Problems: A Comparison with BEASY Commercial Computer Code In: Boundary Elements XXI.
POWER, H., 1999. An Efficient Scheme for BEM Heat Transfer Problems using Fourier Series In: Boundary Elements XXI.
POWER, H., 1999. Internal Values of the Temperature Field using a Fourier Series Approach In: 2nd UK Conference on Boundary Integral Methods.
POPOV, V. and POWER, H., 1999. The DRM-MD Integral Equation Method: An Efficient Approach for the Numerical Solution of Domain Dominant Problems International Journal of Numerical Methods in Engineering. VOL 44(NUMBER 3), 327-354 POWER, H., 1999. A Mesh Refinement Technique for the Boundary Element Method based on Local Error Analysis In: Boundary Elements XXI.
POWER, H., 1999. Boundary Integral Equation Derivatives for the Sensitivity Analysis of Elastostatic Problems In: Boundary Elements XXI.
POWER, H., 1998. On Time-dependent Domain Integral Approximation using Radial Basis Functions In: Boundary Elements XX.
POWER, H., 1998. The DRM-MD Integral Equation Method for the Numerical Solution of Convection-diffusion Equation In: Boundary Element Research in Europe.
POWER, H., 1998. Application of BEM to Coupled Heat, Mass and Charge Transfer In: Boundary Element Research in Europe.
DE LACERDA, L. A., WROBEL, L. C., POWER, H. and MANSUR, W. J., 1998. A novel boundary integral formulation for three-dimensional analysis of thin acoustic barriers over an impedance plane Acoustical Society of America. Journal. VOL 104(NUMB 2), 671-678 POWER, H., 1998. An Indirect Boundary Element Method for Slow Viscous Flow in a Bounded Region Subject to Surface Tension Forces In: Boundary Elements XX.
POWER, H., 1998. High Accuracy Time-integration for the Dual Reciprocity Boundary Element Method In: Boundary Element Research in Europe.
POWER, H., 1998. An Integral Equation Formulation for the Low Reynolds Number Deformation of Viscous Drops under Surface Tension In: Advanced Computational Methods in Engineering.
POWER, H., 1997. BEM Simulation of Crystal Growth from an Undercooler Melt in a Channel In: 1st UK Conference on BEM.
POWER, H., 1997. A Multipole Direct and Indirect BEM for 2D Flow at Low Reynolds Number In: First UK Conference on BEM.
POWER, H., 1997. Analysis of Thin Acoustic Barriers over an Impedance Plane using a Three-dimensional Dual BEM Formulation In: 1st UK Conference on BEM.
POWER, H., 1997. An Experimental Study of the Error in the Dual Reciprocity Method In: Radial Basis Functions Conference.
POWER, H., 1997. Multi-component Diffusion Dynamics Mediums In: 1st UK Conference on BEM.
POWER, H., 1997. Boundary Elements with Mathematica In: 2nd International Mathematica Symposium.
POWER, H., 1996. BEM Solution for Design of Trenches in a Multi-layered Landfill In: Boundary Element Methods 18.
POWER, H., 1996. Development of Front Tracking Numerical Techniques for Macro-microscpic Modelling of Solidification and Melting Problems In: Workshop in Modelling in Materials Science and Processing.
POWER, H., 1996. Dual Reciprocity Approach for Navier-Stokes Equations in Two-dimensional Cavity In: Boundary Element Methods 18.
POWER, H., 1996. The Low Reynolds Number Interaction between a Solid Particle and a Viscous Drop In: 9th Conference on Mathematics of Finite Element and Applications (MAFELAP).
POWER, H., 1996. Numerical Methods and Inverse Problems in Materials Science and Processing In: Workshop in Modelling in Materials Science and Processing.
POWER, H., 1996. A Boundary Element Method for Analysis of Bone Remodelling In: Boundary Element Methods 18.