List of Citing Papers, Books, Reports and Theses [291]

Below is a list of journal papers [238], books [16], reports [1], theses [21] and conference papers [15] that have cited articles authored (or co-authored) by me. The list contains mostly journal papers. The main source of information for compiling the journal papers is the Science Citation Index (SCI) database of the Institute for Scientific Information (ISI). The database of  SCOPUS is also used.

Conference papers, books, PhD theses and technical reports that cited my works are not systematically compiled and are included only as I accidentally came across them.

My own articles with self-citations are not included here. The list below also does not contain articles of my collaborator(s) if all of my papers cited  in those articles are co-authored with the collaborator(s) concerned.

Being aware of citing papers is perhaps one way of finding out how my work can be improved or upgraded or pursued in a different direction.

A list of my publications (with some reprints and links to some articles) may be found in  my CV.

Whye-Teong Ang
1 January 2011
  1. Conference paper. Janecek V, Nikolayev VS Influence of surface forces on the apparent contact angle at partial wetting and in the presence of heat and mass transfer, Proceedings of the 2nd European Conference om Microfluidics-Microfluidics 2010-Toulouse, France, December 8-10 2010 [cited: W. T. Ang, A Beginner's Course in Boundary Element Methods, 2007, Universal Publishers]
  2. Master Thesis (in Chinese). Wang WT The Design and Analysis of Hole Punch of Punch and Comb Binding Machine, National Chung Hsing University, Taiwan, 2010 [cited: D. L. Clements and W. T. Ang, On the indentation of an inhomogeneous anisotropic elastic material by multiple straight rigid punches, Engineering Analysis with Boundary Elements 30 (2006) 284-291]
  3. Goldstein RJ, Ibele WE, Patankar SV, et al Heat transfer-a review of 2005 lieterature. INTERNATIONAL JOURNAL OF HEAT AND MASS TRANSFER   Volume: 53   Issue: 21-22   Pages: 4397-4447   Published: OCT 2010 [cited: W. T. Ang and E. H. Ooi, A dual-reciprocity boundary element approach for solving axisymmetric heat equation subject to specification of energy, Engineering Analysis with Boundary Elements 32 (2008) 210-215]
  4. Karampatzakis A, Samaras T Numerical model of heat transfer in the human eye with consideration of fluid dynamics of the aqueous humour.  PHYSICS IN MEDICINE AND BIOLOGY   Volume: 55   Issue: 19   Pages: 5653-5665   Published: OCT 7 2010  [cited:  E. H. Ooi, W. T. Ang and E. Y. K. Ng,  A boundary element model of the human eye undergoing laser thermokeratoplasty,  Computers in Biology and Medicine 38 (2008) 727-737]
  5. Yu KH, Kadarman AH, Djojodihardjo H Development and implementation of some BEM variants-A critical review. ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS  Volume: 34   Issue: 10   Pages: 884-899   Published: OCT 2010 [cited: (1) W. T. Ang, Non-steady state heat conduction across an imperfect interface: a dual-reciprocity boundary element approach, Engineering Analysis with Boundary Elements 30 (2006) 781-789 (2)  W. T. Ang, D. L. Clements and T. Cooke, A complex variable boundary element method for a class of boundary value problems in anisotropic thermoelasticity, International Journal of Computer Mathematics 70 (1999) 571-586 (3) W. T. Ang, A complex variable boundary element method for antiplane stress analysis around a crack in some nonhomogeneous bodies, Journal of the Chinese Institute of Engineers 22 (1999) 753-761]
  6. Tahir MM Threshold of permanent corneal dmage due to incidental continuous wave CO2 laser irradiation. THERMAL SCIENCE   Volume: 14   Issue: 2   Pages: 459-467  Published: 2010 [cited: E. H. Ooi, W. T. Ang and E. Y. K. Ng, Bioheat transfer in the human eye: a boundary element approach, Engineering Analysis with Boundary Elements 31 (2007) 494-500]
  7. Yousefi SA, Barikbin Z, Dehghan M Bernstein Ritz-Galerkin Method for Solving an Initial-Boundary Value Problem That Combines Neumann and Integral Condition for the Wave Equation. NUMERICAL METHODS FOR PARTIAL DIFFERENTIAL EQUATIONS   Volume: 26   Issue: 5   Pages: 1236-1246   Published: SEP 2010 [ cited: W. T. Ang, A numerical method for the wave equation subject to a non-local conservation condition, Applied Numerical Mathematics 56 (2006) 1054-1060]
  8. Ghadimi P, Dashtimanesh A, Hosseinzadeh H Solution of Poisson's equation by analytical boundary element integration. APPLIED MATHEMATICS AND COMPUTATION   Volume: 217   Issue: 1   Pages: 152-163   Published: SEP 1 2010 [cited: W. T. Ang and E. H. Ooi, A dual-reciprocity boundary element approach for solving axisymmetric heat equation subject to specification of energy, Engineering Analysis with Boundary Elements 32 (2008) 210-215]
  9. Gourlay TP Hydrodynamic effects on fast monohulls or catamarans travelling through the critical speed in shallow water. ANZIAM Journal 51, pp. C137-C154 2010 [cited: W. T. Ang, Nonlinear sinkage and trim for a slender ship in shallow water of finite width, Internal Report, Department of Applied Mathematics, University of Adelaide, 1993]
  10. Siraj-ul-Islam, Ali A, Haq S A computational modeling of the behavior of the two-dimensional reaction-diffusion Brusselator system. APPLIED MATHEMATICAL MODELLING   Volume: 34   Issue: 12   Pages: 3896-3909   Published: DEC 2010 [cited: W. T. Ang, The two-dimensional reaction-diffusion Brusselator system: a dual-reciprocity boundary element solution, Engineering Analysis with Boundary Elements 27 (2003) 897-903]
  11. Dai P, Wang B, Bao C, Ju Y Constructing a Computer Model of the Human Eye Based on Tissue Slice Images. INTERNATIONAL JOURNAL OF BIOMEDICAL IMAGING 2010, Article ID 921469, 10 pages doi:10.1155/2010/921469 2010 [cited 2 papers: (1) E. H. Ooi, W. T. Ang and E. Y. K. Ng,  A boundary element model of the human eye undergoing laser thermokeratoplasty,  Computers in Biology and Medicine 38 (2008) 727-737 (2) E. H. Ooi, W. T. Ang and E. Y. K. Ng, Bioheat transfer in the human eye: a boundary element approach, Engineering Analysis with Boundary Elements 31 (2007) 494-500]
  12. Sadd MH Some simple Cartesian solutions to plane non-homogeneous elasticity problems. MECHANICS RESEARCH COMMUNICATIONS 37 (1) 22-27 2010 [cited 2 papers: (1) W. T. Ang and D. L. Clements, On some crack problems in inhomogeneous materials, International Journal of Solids Structures 23 (1987) 1089-1104 (2) D. L. Clements, W. T. Ang and J. Kusuma, A note on antiplane deformations of inhomogeneous elastic materials, International Journal of Engineering Science 35 (1997) 593-601 ]
  13. Melnikov YA Efficient representations of Green's functions for some elliptic equations with piecewise-constant coefficients. CENTRAL EUROPEAN JOURNAL OF MATHEMATICS 8  (1)  53-72  FEB 2010  [cited: W. T. Ang and D. L. Clements, A boundary integral equation method for the solution of a class of crack problems, Journal of Elasticity 17 (1987) 9-21.]
  14. Cerqueira AS Recent progress and novel applications of photonic crystal fibers. REPORTS ON PROGRESS IN PHYSICS 73 (2)  Article Number: 024401  FEB 2010 [cited: X. Wang, J. Lou, C. Lu, C. L. Zhao and W. T. Ang, Modeling of PCF (photonic crystal fiber) with multiple reciprocity boundary element method, Optics Express 12 (2004) 961-966]
  15. Narasimhan A, Jha K K, Gopal L  Transient simulations of heat transfer in human eye undergoing laser surgery. INTERNATIONAL JOURNAL OF HEAT AND MASS TRANSFER 53 (1-3) 482-490 JAN 2010  [cited: E. H. Ooi, W. T. Ang and E. Y. K. Ng,  A boundary element model of the human eye undergoing laser thermokeratoplasty,  Computers in Biology and Medicine 38 (2008) 727-737.]
  16. Dehghan M, Ghesmati A Application of the dual reciprocity boundary integral equation technique to solve the nonlinear Klein-Gordon equation COMPUTER PHYSICS COMMUNICATIONS   Volume: 181   Issue: 8   Pages: 1410-1416   Published: AUG 2010 [cited: (1) W. T. Ang and K. C. Ang, A dual-reciprocity boundary element solution of a generalized non-linear Schrodinger equation,  Numerical Methods for Partial Differential Equations 20 (2004) 843-854 (2) W. T. Ang, A numerical method for the wave equation subject to a non-local conservation condition, Applied Numerical Mathematics 56 (2006) 1054-1060 (3) W. T. Ang, A Beginner's Course in Boundary Element Methods, 2007, Universal Publishers]
  17. Dehghan M, Ghesmati A Solution of the second-order one-dimensional hyperbolic telegraph equation by using the dual reciprocity boundary integral equation (DRBIE) method, ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS 34 (1) 51-59 JAN 2010 [cited 2 papers: (1) W. T. Ang and K. C. Ang, A dual-reciprocity boundary element solution of a generalized non-linear Schrodinger equation,  Numerical Methods for Partial Differential Equations 20 (2004) 843-854 (2) W. T. Ang, A numerical method for the wave equation subject to a non-local conservation condition, Applied Numerical Mathematics 56 (2006) 1054-1060]
  18. Master Thesis (in Chinese). Chen HH  應用於電子束直寫微影基於微機電技術之電子光學系統分析與最佳化設計, Master Thesis (in Chinese), National Taiwan University, Taiwan, 2009. [cited: W. T. Ang, A Beginner's Course in Boundary Element Methods, 2007, Universal Publishers]
  19. Master Thesis (in Portuguese).  Kzam, AKL. Formulação dual em mecânica da fratura utilizando elementos de contorno curvos de ordem qualquer, Universidade de São Paulo, Brazil, 2009. [cited: W. T. Ang and D. L. Clements, A boundary integral equation method for the solution of a class of crack problems, Journal of Elasticity 17 (1987) 9-21.]
  20. Master Thesis (in Portuguese). Menin O H Método dos elementos de contorno para tomografia de impedância elétrica, Universidade Sao Paulo, Brazil, 2009 [cited: W. T. Ang, A Beginner's Course in Boundary Element Methods, 2007, Universal Publishers]
  21. Master Thesis (in Dutch). Vanmontfort W Subsurface scattering oplossen m.b.v. radiale basisfuncties, Universiteit Hasselt, Belgium, 2009 [cited: W. T. Ang, D. L. Clements and N. Vahdati, A dual-reciprocity boundary element method for a class of elliptic boundary value problems for nonhomogeneous anisotropic media, Engineering Analysis with Boundary Elements 27 (2003) 49-55]
  22. Conference.  Cvetkovic, M, Peratta A, Poljak, D Thermal modelling of the human eye exposed to infrared radiation of 1064 nm Nd:YAG and 2090 nm Ho:YAG lasers,  ENVIRONMENTAL HEALTH RISK V, Book Series: WIT Transactions on Biomedicine and Health, Volume: 14, Pages: 221-231, 2009 [cited:  E. H. Ooi, W. T. Ang and E. Y. K. Ng, Bioheat transfer in the human eye: a boundary element approach, Engineering Analysis with Boundary Elements 31 (2007) 494-500] 
  23. Book. Fett T Stress Intensity factors T-Stresses Weight Functions, Scientific Publishing 2009 [cited: W. T. Ang and D. L. Clements, On some crack problems in inhomogeneous materials, International Journal of Solids Structures 23 (1987) 1089-1104]
  24. Book. Sadd M H, Elasticity: Theory, Applications and Numerics, 2nd Edition, Academic Press 2009 [cited: (1) W. T. Ang and D. L. Clements, On some crack problems in inhomogeneous materials, International Journal of Solids Structures 23 (1987) 1089-1104  (2) D. L. Clements, W. T. Ang and J. Kusuma, A note on antiplane deformations of inhomogeneous elastic materials, International Journal of Engineering Science 35 (1997) 593-601]
  25. Dineva P, Gross D, Muller R, Rangelov T Time-harmonic crack problems in functionally graded piezoelectric solids via BIEM. ENGINEERING FRACTURE MECHANICS  77 (7) 1101-1115 2009 [cited: Y. S. Park and W. T. Ang, A complex variable boundary element method for an elliptic partial differential equation with variable coefficients, Communications in Numerical Methods in Engineering 16 (2000) 697-703]
  26. Savovic S, Caldwell, J Numerical solution of Stefan problem with time-dependent boundary conditions by variable space grid method. THERMAL SCIENCE 13 (4)    165-174  2009 [cited: W. T. Ang, A numerical method based on integro-differential formulation for solving a one-dimensional Stefan problem, Numerical Methods for Partial Differential Equations 24 (2008) 939-949.]
  27. Dehghan M, Shokri A A meshless method for numerical solution of the one-dimensional wave equation with an integral condition using radial basis functions, NUMERICAL ALGORITHMS  52 (3) 461-477 NOV 2009 [cited: W. T. Ang, A numerical method for the wave equation subject to a non-local conservation condition, Applied Numerical Mathematics 56 (2006) 1054-1060]
  28. Biazar J, Aminikhah H, Study of convergence of homotopy perturbation method for systems of partial differential equations, COMPUTERS AND MATHEMATICS WITH APPLICATIONS 58 (11-12) 2221-2230 DEC 2009 [cited: W. T. Ang, The two-dimensional reaction-diffusion Brusselator system: a dual-reciprocity boundary element solution, Engineering Analysis with Boundary Elements 27 (2003) 897-903]
  29. Jeon P S, Kim J H, Kim H J, Yoo J  The measurement of thermal diffusivities for semi-infinite solids using the photothermal displacement method, THERMOCHIMICA ACTA 494 (1-2) 65-70 OCT 2009 [cited: A. Salazar, W. T. Ang, M. Gateshski, G. Gutierrez-Juarez and A. Sanchez-Lavega, Photoelastic effect and mirage deflection in anisotropic materials, Applied Physics A 74 (2002) 47-57]
  30. Wang X, Pan E, Chung P W Some basic problems in anisotropic bimaterials with a viscoelastic interface, INTERNATIONAL JOURNAL OF SOLIDS AND STRUCTURES 46 (20) 3725-3733  OCT 1 2009  [cited: W. T. Ang and H. Fan, A hypersingular boundary integral method for quasi-static antiplane deformations of an elastic bimaterial with an imperfect and visco-elastic interface, Engineering Computations 21 (2004) 529-539]
  31. Wang X, Pan E Non-uniform Eshelby's tensor inside a spherical inclusion in a functionally graded space in transport phenomena, EUROPEAN JOURNAL OF MECHANICS A-SOLIDS 28  (5)  SEP-OCT 2009 [cited: W. T. Ang, J. Kusuma and D. L. Clements, A boundary element method for a second order elliptic partial differential equation with variable coefficients, Engineering Analysis with Boundary Elements 18 (1996) 311-316] 
  32. Sladek J, Sladek V, Solek P  Elastic analysis in 3D anisotropic functionally graded solids by the MLPG, CMES-COMPUTER MODELING IN ENGINEERING & SCIENCES 43 (3)  223-251 APR 2009 [cited: W. T. Ang and J. C. F. Telles, A numerical Green's function for multiple cracks in anisotropic bodies, Journal of Engineering Mathematics 49 (2004) 197-207]
  33. Siddique M  Smoothing of Crank-Nicolson scheme for the two-dimensional diffusion with an integral condition,  APPLIED MATHEMATICS AND COMPUTATION 214 (2)    512-522  AUG 15 2009 [cited: (1) W. T. Ang, A method of solution for the one-dimensional heat equation subject to a nonlocal condition,  SEA Bulletin of Mathematics 26 (2002) 197-203 (2) A. B. Gumel, W. T. Ang and E. H. Twizell, Efficient parallel algorithm for the two-dimensional diffusion equation subject to specification of mass, International Journal of Computer Mathematics 64 (1997) 153-163]
  34. Dehghan M, Saadatmandi A  Variational iteration method for solving the wave equation subject to an integral conservation condition, CHAOS SOLITONS & FRACTALS 41 (3)   1448-1453  AUG 15 2009  [cited: W. T. Ang, A numerical method for the wave equation subject to a non-local conservation condition, Applied Numerical Mathematics 56 (2006) 1054-1060]
  35. Lu CF, Lim CW, Chen WQ  Semi-analytical analysis for multi-directional functionally graded plates: 3-D elasticity solutions,  INTERNATIONAL JOURNAL FOR NUMERICAL METHODS IN ENGINEERING 79  (1) 25-44  JUL 2 2009  [cited: D. L. Clements, W. T. Ang and J. Kusuma, A note on antiplane deformations of inhomogeneous elastic materials, International Journal of Engineering Science 35 (1997) 593-601]
  36. Zhou YF, Cui MG, Lin YZ  Numerical algorithm for parabolic problems with non-classical conditions,  JOURNAL OF COMPUTATIONAL AND APPLIED MATHEMATICS   230  (2)   770-780   AUG 15 2009   [cited: (1) W. T. Ang, Numerical solution of a non-classical parabolic problem: an integro-differential approach, Applied Mathematics and Computation 175 (2006) 969-979      (2)  W. T. Ang, A method of solution for the one-dimensional heat equation subject to a nonlocal condition,  SEA Bulletin of Mathematics 26 (2002) 197-203]
  37. Martin-Vaquero J, Vigo-Aguiar J  On the numerical solution of the heat conduction equations subject to nonlocal conditions, APPLIED NUMERICAL MATHEMATICS 59 (10) 2507-2514  OCT 2009 [cited: W. T. Ang, A method of solution for the one-dimensional heat equation subject to a nonlocal condition,  SEA Bulletin of Mathematics 26 (2002) 197-203]
  38. Martin-Vaquero J  Two-level fourth-order explicit schemes for diffusion equations subject to boundary integral specifications,  CHAOS SOLITONS & FRACTALS  42 (4)    2364-2372   NOV 30 2009 [cited: W. T. Ang, A method of solution for the one-dimensional heat equation subject to a nonlocal condition,  SEA Bulletin of Mathematics 26 (2002) 197-203]
  39. Wang K, Yuan MK, Jiang YR, et al  Axial length measurements before and after removal of silicone oil: a new method to correct the axial length of silicone-filled eyes for optical biometry, OPHTHALMIC AND PHYSIOLOGICAL OPTICS 29 (4 ): 449-457   JUL 2009  [cited:  E. H. Ooi, W. T. Ang and E. Y. K. Ng, Bioheat transfer in the human eye: a boundary element approach, Engineering Analysis with Boundary Elements 31 (2007) 494-500]
  40. Li YD, Lee KY Fracture analysis on a piezoelectric sensor with a viscoelastic interface,  EUROPEAN JOURNAL OF MECHANICS A-SOLIDS 28 (4): 738-743  JUL-AUG 2009  [cited 2 papers: (1) W. T. Ang, Elastodynamic antiplane deformation of a bimaterial with an imperfect viscoelastic interface: a dual reciprocity hypersingular boundary integral solution, Applied Mathematical Modelling 31 (2007) 749-769 (2) W. T. Ang and H. Fan, A hypersingular boundary integral method for quasi-static antiplane deformations of an elastic bimaterial with an imperfect and visco-elastic interface, Engineering Computations 21 (2004) 529-539]
  41. Nemat-Alla M, Ahmed KIE, Hassab-Allah I  Elastic-plastic analysis of two-dimensional functionally graded materials under thermal loading,  INTERNATIONAL JOURNAL OF SOLIDS AND STRUCTURES 46  (14-15): 2774-2786  JUL 2009  [cited: D. L. Clements, W. T. Ang and J. Kusuma, A note on antiplane deformations of inhomogeneous elastic materials, International Journal of Engineering Science 35 (1997) 593-601]
  42. Minutolo V, Ruocco E, Ciaramella S Isoparametric FEM vs. BEM for elastic functionally graded materials, CMES-COMPUTER MODELING IN ENGINEERING & SCIENCES    41 (1) : 27-48  FEB 2009   [cited 2 papers: (1) W. T. Ang, D. L. Clements and N. Vahdati, A dual-reciprocity boundary element method for a class of elliptic boundary value problems for nonhomogeneous anisotropic media, Engineering Analysis with Boundary Elements 27 (2003) 49-55 (2) W. T. Ang, J. Kusuma and D. L. Clements, A boundary element method for a second order elliptic partial differential equation with variable coefficients, Engineering Analysis with Boundary Elements 18 (1996) 311-316]
  43. Chen JT, Ke JN, Liao HZ  Construction of Green's function using null-field integral approach for Laplace problems with circular boundaries, CMC-COMPUTERS MATERIALS & CONTINUA  9  (2)  93-109  FEB 2009  [cited: W. T. Ang and J. C. F. Telles, A numerical Green's function for multiple cracks in anisotropic bodies, Journal of Engineering Mathematics 49 (2004) 197-207]
  44. Chen JT, Lee YT Torsional rigidity of a circular bar with multiple circular inclusions using the null-field integral approach, COMPUTATIONAL MECHANICS 44 (2) 221-232  JUL 2009   [cited: W. T. Ang and Ilwon Kang, A complex variable boundary element method for elliptic partial differential equations in a multiply connected region, International Journal of Computer Mathematics 75 (2000) 515-525]
  45. Asadi E, Fariborz S, Ayatollahi M Analysis of multiple axisymmetric annular cracks, JOURNAL OF MECHANICS OF MATERIALS AND STRUCTURES  4  (1):  1-11   JAN 2009 [cited: D. L. Clements and W. T. Ang, Stress intensity factors for the circular annulus crack, International Journal of Engineering Science 26 (1988) 325-329]
  46. Chen JT, Chou KH, Kao SK Derivation of Green's function using addition theorem MECHANICS RESEARCH COMMUNICATIONS 36 (3): 351-363 APRIL 2009 [cited: W. T. Ang and J. C. F. Telles, A numerical Green's function for multiple cracks in anisotropic bodies, Journal of Engineering Mathematics 49 (2004) 197-207]
  47. Dehghan M, Mirzaei D A numerical method based on the boundary integral equation and dual reciprocity methods for one-dimensional Cahn-Hilliard equation, ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS 33 (4): 522-528 APRIL 2009 [cited: W. T. Ang, A numerical method for the wave equation subject to a non-local conservation condition, Applied Numerical Mathematics 56 (2006) 1054-1060]
  48. Book Chapter. Khanafer K, Vafai K, Synthesis of mathematical models representing bioheat transport, in Advanced Numerical Heat Transfer (edited by Minkowycz WJ and Sparrow EMS), Chapter 1, 2009 [cited:  E. H. Ooi, W. T. Ang and E. Y. K. Ng, Bioheat transfer in the human eye: a boundary element approach, Engineering Analysis with Boundary Elements 31 (2007) 494-500]
  49. Chen JT, Lee YT, Yu SR, Shieh SC Equivalence between the Trefftz method and the method of fundamental solution for the annular Green's function using the addition theorem and image concept, ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS 33 (5): 678-688 MAY 2009 [cited: W. T. Ang and J. C. F. Telles, A numerical Green's function for multiple cracks in anisotropic bodies, Journal of Engineering Mathematics 49 (2004) 197-207]
  50. Gefen  A., Shalom R., Elad D., Mandel Y. Biomechanical analysis of the keratoconic cornea, JOURNAL OF THE MECHANICAL BEHAVIOR OF BIOMEDICAL MATERIALS 2 (3): 224-236 APRIL 2009 [cited:  E. H. Ooi, W. T. Ang and E. Y. K. Ng, Bioheat transfer in the human eye: a boundary element approach, Engineering Analysis with Boundary Elements 31 (2007) 494-500]
  51. Murphy P.J., Ntola A.M. Prolonged corneal anaesthesia by proxymetacaine hydrochloride detected by a thermal cooling stimulus, CONTACT LENS AND ANTERIOR EYE 32 (2): 84-87 APRIL 2009 [cited:  E. H. Ooi, W. T. Ang and E. Y. K. Ng, Bioheat transfer in the human eye: a boundary element approach, Engineering Analysis with Boundary Elements 31 (2007) 494-500]
  52. Chen JT, Shen WC Null-field approach for Laplace problems with circular boundaries using degenerate kernels, NUMERICAL METHODS FOR PARTIAL DIFFERENTIAL EQUATIONS 25 (1): 63-86 JAN 2009 [cited: W. T. Ang and Ilwon Kang, A complex variable boundary element method for elliptic partial differential equations in a multiply connected region, International Journal of Computer Mathematics 75 (2000) 515-525]
  53. Tatari M, Dehghan M On the solution of the non-local parabolic partial differential equations via radial basis functions, APPLIED MATHEMATICAL MODELLING 33 (3): 1729-1738 MAR 2009 [cited: W. T. Ang, A method of solution for the one-dimensional heat equation subject to a nonlocal condition,  SEA Bulletin of Mathematics 26 (2002) 197-203]
  54. Mirzaei D, Dehghan M Boundary element solution of the two-dimensional sine-Gordon equation using continuous linear element, ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS 31 (1): 12-24 JAN 2009 [cited 2 papers and 1 book: (1) W. T. Ang and K. C. Ang, A dual-reciprocity boundary element solution of a generalized non-linear Schrodinger equation,  Numerical Methods for Partial Differential Equations 20 (2004) 843-854 (2) W. T. Ang, The two-dimensional reaction-diffusion Brusselator system: a dual-reciprocity boundary element solution, Engineering Analysis with Boundary Elements 27 (2003) 897-903 (3) W. T. Ang, A Beginner's Course in Boundary Element Methods, Universal  Publishers, 2007]
  55. PhD Thesis. Kaisar Rashid Khan MD Numerical Modeling of Wave Propgation in Nonlinear Photonic Crystal Fiber, University of Central Florida, USA, 2008 [cited: X. Wang, J. Lou, C. Lu, C. L. Zhao and W. T. Ang, Modeling of PCF (photonic crystal fiber) with multiple reciprocity boundary element method, Optics Express 12 (2004) 961-966]
  56. PhD Thesis. Norton R Numerical Computation of Band Gaps in Photonic Crystal Fibres, University of Bath, UK, 2008 [cited: X. Wang, J. Lou, C. Lu, C. L. Zhao and W. T. Ang, Modeling of PCF (photonic crystal fiber) with multiple reciprocity boundary element method, Optics Express 12 (2004) 961-966]
  57. Conference. Ying J, Hao Y, Boliang W, Jiezhen X Multilayer physical model of eyeball with application to simulation of IOP increase, ISCSCT 2008: International Symposium on Computer Science and Computational Technology-Proceedings Vol. 1, pp. 413-416, 2008 [cited:  E. H. Ooi, W. T. Ang and E. Y. K. Ng,  A boundary element model of the human eye undergoing laser thermokeratoplasty,  Computers in Biology and Medicine 38 (2008) 727-737.]
  58. Conference. Cvetkovic M, Poljak D, Peratta A, Thermal modelling of the human eye exposed to laser radiation, SOFTCOM 2008: 16th International Conference on Softwares, Telecommunications and Computer Networks, pp. 16-20, 2008 [cited:  E. H. Ooi, W. T. Ang and E. Y. K. Ng, Bioheat transfer in the human eye: a boundary element approach, Engineering Analysis with Boundary Elements 31 (2007) 494-500]
  59. Ding SH, Li X Anti-plane problem of periodic interface cracks in a functionally graded coating-substrate structure,  INTERNATIONAL JOURNAL OF FRACTURE 153 (1): 53-62 SEP 2008 [cited: W. T. Ang and D. L. Clements, On some crack problems in inhomogeneous materials, International Journal of Solids Structures 23 (1987) 1089-1104]
  60. Chen JT, Ke JN Derivation of antiplane dynamic Green's function for several circular inclusions with imperfect interfaces, CMES: COMPUTER MODELING IN ENGINEERING AND SCIENCES 29 (3): 111-135 2008 [cited 4 papers: (1) W. T. Ang and H. Fan, A hypersingular boundary integral method for quasi-static antiplane deformations of an elastic bimaterial with an imperfect and visco-elastic interface, Engineering Computations 21 (2004) 529-539 (2) W. T. Ang, K. K. Choo and H. Fan, A Green's function for steady-state two-dimensional isotropic heat conduction across a homogeneously imperfect interface, Communications in Numerical Methods in Engineering 20 (2004) 391-399 (3) W. T. Ang and J. C. F. Telles, A numerical Green's function for multiple cracks in anisotropic bodies, Journal of Engineering Mathematics 49 (2004) 197-207 (4) W. T. Ang, A boundary integral equation for deformations of an elastic body with an arc crack, Quarterly of Applied Mathematics 45 (1987) 131-139]
  61. Dehghan M, Mirzaei D The boundary integral equation approach for numerical solution of the one-dimensional sine-Gordon equation, NUMERICAL METHODS FOR PARTIAL DIFFERENTIAL EQUATIONS 25 (6): 1405-1415 NOV 2008 [cited: W. T. Ang, A numerical method for the wave equation subject to a non-local conservation condition, Applied Numerical Mathematics 56 (2006) 1054-1060]
  62. Book. Sutradhar A, Paulino P H, Gray, L J  Symmetric Galerkin Boundary Element Method, Springer 2008 [cited: W. T. Ang, J. Kusuma and D. L. Clements, A boundary element method for a second order elliptic partial differential equation with variable coefficients, Engineering Analysis with Boundary Elements 18 (1996) 311-316]
  63. Arismar Cerqueira S Jr, Nobrega K Z, Hernandez-Figueroa H E, Di Pasquale, F   PCFDT: An accurate and friendly photonic crystal fiber design tool,  OPTIK 119 (15): 723-732 2008 [cited: X. Wang, J. Lou, C. Lu, C. L. Zhao and W. T. Ang, Modeling of PCF (photonic crystal fiber) with multiple reciprocity boundary element method, Optics Express 12 (2004) 961-966]
  64. Shakeri F, Dehghan M The method of lines for solution of the one-dimensional wave equation subject to an integral conservation condition, COMPUTERS AND MATHEMATICS WITH APPLICATIONS 56 (9): 2175-2188 2008 [cited: W. T. Ang, A numerical method for the wave equation subject to a non-local conservation condition, Applied Numerical Mathematics 56 (2006) 1054-1060]
  65. Nerantzaki MS, Kandilas CB A boundary element solution for aniostropic nonhomogeneous elasticity, ACTA MECHANICA  200 (3-4): 199-211 OCTOBER 2008 [cited 3 papers: (1) W. T. Ang, D. L. Clements and N. Vahdati, A dual-reciprocity boundary element method for a class of elliptic boundary value problems for nonhomogeneous anisotropic media, Engineering Analysis with Boundary Elements 27 (2003) 49-55 (2) W. T. Ang, J. Kusuma and D. L. Clements, A boundary element method for a second order elliptic partial differential equation with variable coefficients, Engineering Analysis with Boundary Elements 18 (1996) 311-316 (3)  W. T. Ang and D. L. Clements, On some crack problems in inhomogeneous materials, International Journal of Solids Structures 23 (1987) 1089-1104]
  66. Khan, KR; Wu, TX  Short pulse propagation in wavelength selective index-guided photonic crystal fiber coupler,  IEEE JOURNAL OF SELECTED TOPICS IN QUANTUM ELECTRONICS 14 (3): 752-757 MAY-JUN 2008 [cited: X. Wang, J. Lou, C. Lu, C. L. Zhao and W. T. Ang, Modeling of PCF (photonic crystal fiber) with multiple reciprocity boundary element method, Optics Express 12 (2004) 961-966]
  67. Qin TY, Zhu BJ, Noda NA Mixed mode stress intensity factors for a three-dimensional crack in a bonded bimaterial,  ENGINEERING COMPUTATIONS 25 (3): 251-267 2008 [cited: W. T. Ang and H. Fan, A hypersingular boundary integral method for quasi-static antiplane deformations of an elastic bimaterial with an imperfect and visco-elastic interface, Engineering Computations 21 (2004) 529-539]
  68. Fan DN, Wan YP, Feng X, Soh AK Deformation and fracture of functional ferromagnetics, APPLIED MECHANICS REVIEW 61 (2) MAR 2008 [Cited: W. T. Ang, Magnetic stresses in an anisotropic soft ferromagnetic material with a crack, International Journal of Engineering Science 27 (1989) 1519-1526.]
  69. Fahmy MA, El-Shahat M The effect of initial stress and inhomogeneity on the thermoelastic stresses in a rotating anisotropic solid, ARCHIVE OF APPLIED MECHANICS 78 (6): 431-442 JUN 2008 [cited 3 papers: (1) W. T. Ang, D. L. Clements and N. Vahdati, A dual-reciprocity boundary element method for a class of elliptic boundary value problems for nonhomogeneous anisotropic media, Engineering Analysis with Boundary Elements 27 (2003) 49-55 (2) W. T. Ang, D. L. Clements and T. Cooke, A complex variable boundary element method for a class of boundary value problems in anisotropic thermoelasticity, International Journal of Computer Mathematics 70 (1999) 571-586  (3)  D. L. Clements and W. T. Ang, On the indentation of an inhomogeneous anisotropic elastic material by multiple straight rigid punches, Engineering Analysis with Boundary Elements 30 (2006) 284-291.]
  70. Dehghan M, Tatari M Use of radial basis functions for solving the second order parabolic equation with non-local conditions, NUMERICAL METHODS IN PARTIAL DIFFERENTIAL EQUATIONS 24 (3): 924-938 MAY 2008 [cited: W. T. Ang, A method of solution for the one-dimensional heat equation subject to a nonlocal condition,  SEA Bulletin of Mathematics 26 (2002) 197-203]
  71. Dehghan M, Ramezani M Composite spectral method for solution of the diffusion equation subject to specification of energy, NUMERICAL METHODS IN PARTIAL DIFFERENTIAL EQUATIONS 24 (3): 939-949 MAY 2008 [cited: W. T. Ang, A method of solution for the one-dimensional heat equation subject to a nonlocal condition,  SEA Bulletin of Mathematics 26 (2002) 197-203]
  72. Wang X,  Pan E, Roy AK Circular inhomogeneity with viscoelastic interface under antiplane shear,  AIAA JOURNAL 46 (3): 764-769 MAR 2008 [cited 2 papers: (1) W. T. Ang, Elastodynamic antiplane deformation of a bimaterial with an imperfect viscoelastic interface: a dual reciprocity hypersingular boundary integral solution, Applied Mathematical Modelling 31 (2007) 749-769 (2) W. T. Ang and H. Fan, A hypersingular boundary integral method for quasi-static antiplane deformations of an elastic bimaterial with an imperfect and visco-elastic interface, Engineering Computations 21 (2004) 529-539]
  73. Cabada A, Minhós FM  Fully nonlinear fourth-order equations with functional boundary conditions,  JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS 340 (1): 239-251 APRIL 2008 [cited: G. P. Noone and W. T. Ang, The inferior boundary condition of a continuous cantilever beam model of a human spine, Australasian Physical and Engineering Sciences in Medicine 19 (1996) 26-30]
  74. Fahmy MA Thermoelastic stresses in a rotating non-homogeneous anisotropic body,  NUMERICAL HEAT TRANSFER PART A-APPLICATIONS 53 (9): 1001-1011  2008 [cited 2 papers: W. T. Ang, A Laplace transformation dual-reciprocity boundary element method for a class of two-dimensional microscale thermal problems, Engineering Computations 19 (2002) 467-478] (2) W. T. Ang, D. L. Clements and T. Cooke, A complex variable boundary element method for a class of boundary value problems in anisotropic thermoelasticity, International Journal of Computer Mathematics 70 (1999) 571-586.]
  75. Abd-Alla AM, Fahmy MA, El-Shahat TM Magneto-thermo-elastic problem of a rotating nonhomogeneous anisotropic solid cylinder, ARCHIVE OF APPLIED MECHANICS 78 (2): 135-148 FEB 2008 [cited 2 papers: (1) W. T. Ang, D. L. Clements and N. Vahdati, A dual-reciprocity boundary element method for a class of elliptic boundary value problems for nonhomogeneous anisotropic media, Engineering Analysis with Boundary Elements 27 (2003) 49-55 (2) W. T. Ang, D. L. Clements and T. Cooke, A complex variable boundary element method for a class of boundary value problems in anisotropic thermoelasticity, International Journal of Computer Mathematics 70 (1999) 571-586.]
  76. Peratta A 3D low frequency electromagnetic modelling of the human eye with boundary elements: Application to conductive keratoplasty, ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS 32 (9): 726-735 SEPT 2008 [cited:  E. H. Ooi, W. T. Ang and E. Y. K. Ng, Bioheat transfer in the human eye: a boundary element approach, Engineering Analysis with Boundary Elements 31 (2007) 494-500]
  77. Dehghan M, Mirzaei D The meshless local Petrov–Galerkin (MLPG) method for the generalized two-dimensional non-linear Schrödinger equation, ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS 32 (9): 747-756 SEPT 2008 [cited: W. T. Ang and K. C. Ang, A dual-reciprocity boundary element solution of a generalized non-linear Schrodinger equation,  Numerical Methods for Partial Differential Equations 20 (2004) 843-854]
  78. Wang X, Pan E Interaction between a screw dislocation and a viscoelastic piezoelectric bimaterial interface,  INTERNATIONAL JOURNAL OF SOLIDS STRUCTURES 45 (1): 245-257 JAN 2008 [cited: W. T. Ang and H. Fan, A hypersingular boundary integral method for quasi-static antiplane deformations of an elastic bimaterial with an imperfect and visco-elastic interface, Engineering Computations 21 (2004) 529-539]
  79. Lu CF, Chen WQ, Xu RQ, Lim CW Semi-analytical elasticity solutions for bi-directional functionally graded beams, INTERNATIONAL JOURNAL OF SOLIDS STRUCTURES 45 (1): 258-275 JAN 2008 [cited: D. L. Clements, W. T. Ang and J. Kusuma, A note on antiplane deformations of inhomogeneous elastic materials, International Journal of Engineering Science 35 (1997) 593-601]
  80. Minhos F, Santos AI Higher order two-point boundary value problems with asymmetric growth, DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS SERIES S (full paper) 1 (1) 127-137 MARCH 2008 [cited: G. P. Noone and W. T. Ang, The inferior boundary condition of a continuous cantilever beam model of a human spine, Australasian Physical and Engineering Sciences in Medicine 19 (1996) 26-30]
  81. Criado R, Gray LJ, Mantic V, Paris F Green's function evaluation for three-dimensional exponentially graded elasticity, INTERNATIONAL JOURNAL FOR NUMERICAL METHOD IN ENGINEERING 74 (10): 1560-1591 JUN 2008 [cited: W. T. Ang, J. Kusuma and D. L. Clements, A boundary element method for a second order elliptic partial differential equation with variable coefficients, Engineering Analysis with Boundary Elements 18 (1996) 311-316]
  82. Dehghan M, Mirzaei D The dual reciprocity boundary element method (DRBEM) for two-dimensional sine-Gordon equation, COMPUTER METHODS IN APPLIED MECHANICS AND ENGINEERING 197 (6-8): 476-486 JAN 2008 [cited 2 papers: (1) W. T. Ang, The two-dimensional reaction-diffusion Brusselator system: a dual-reciprocity boundary element solution, Engineering Analysis with Boundary Elements 27 (2003) 897-903 (2) W. T. Ang and K. C. Ang, A dual-reciprocity boundary element solution of a generalized non-linear Schrodinger equation,  Numerical Methods for Partial Differential Equations 20 (2004) 843-854]
  83. Ramezani M, Dehghan M, Razzaghi M Combined finite difference and spectral methods for the numerical solution of hyperbolic equation with an integral condition, NUMERICAL METHODS FOR PARTIAL DIFFERENTIAL EQUATIONS 24 (1): 1-8 JAN 2008 [cited: W. T. Ang, A numerical method for the wave equation subject to a non-local conservation condition, Applied Numerical Mathematics 56 (2006) 1054-1060]
  84. Chen JT, Chen PY A semi-analytical approach for stress concentration of cantilever beams with holes under bending, JOURNAL OF MECHANICS 23 (3): 211-221 SEP 2007 [cited: W. T. Ang and Ilwon Kang, A complex variable boundary element method for elliptic partial differential equations in a multiply connected region, International Journal of Computer Mathematics 75 (2000) 515-525]
  85. Pone E, Hassani A, Lacroiz S, Kabashin A, Skorobogatiy M Boundary integral method for the challenging problems in bandgap guiding, plasmonics and sensing, OPTICS EXPRESS 15 (16) 10231-10246 2007 [cited: X. Wang, J. Lou, C. Lu, C. L. Zhao and W. T. Ang, Modeling of PCF (photonic crystal fiber) with multiple reciprocity boundary element method, Optics Express 12 (2004) 961-966]
  86. Chen JT, Wu AC Null-field approach for the multi-inclusion problem under antiplane shears, JOURNAL OF APPLIED MECHANICS-TRANSACTIONS OF THE ASME 74 (3): 469-487 MAY 2007 [cited: W. T. Ang and Ilwon Kang, A complex variable boundary element method for elliptic partial differential equations in a multiply connected region, International Journal of Computer Mathematics 75 (2000) 515-525]
  87. Golbabai  A, Javidi M A numerical solution for non-classical parabolic problem based on Chebyshev spectral collocation method, APPLIED MATHEMATICS AND COMPUTATION 190 (1) 179-185 JULY 2007 [cited: (1) W. T. Ang, Numerical solution of a non-classical parabolic problem: an integro-differential approach, Applied Mathematics and Computation 175 (2006) 969-979 (2) W. T. Ang, A method of solution for the one-dimensional heat equation subject to a nonlocal condition,  SEA Bulletin of Mathematics 26 (2002) 197-203 (3) WT Ang, A boundary integral equation method for the two-dimensional diffusion equation subject to a non-local condition, Engineering Analysis with Boundary Elements 25 (2001) 1-6 ]
  88. Dehghan M, Lakestani M The use of cubic B-spline functions for solving the one-dimensional hyperbolic equation with a non-local condition, NUMERICAL METHODS FOR PARTIAL DIFFERENTIAL EQUATIONS 23 (6) 1277-1289 2007 [cited: (1) W. T. Ang, A numerical method for the wave equation subject to a non-local conservation condition, Applied Numerical Mathematics 56 (2006) 1054-1060 (2) W. T. Ang, A method of solution for the one-dimensional heat equation subject to a nonlocal condition,  SEA Bulletin of Mathematics 26 (2002) 197-203]
  89. Li XF, Fan TY Dynamic analysis of a crack in a functionally graded material sandwiched between two elastic layers under antiplane loading, COMPOSITE STRUCTURES 79 (2) 211-219 JULY 2007 [cited: (1) W. T. Ang and D. L. Clements, On some crack problems in inhomogeneous materials, International Journal of Solids Structures 23 (1987) 1089-1104 (2)  D. L. Clements, W. T. Ang and J. Kusuma, A note on antiplane deformations of inhomogeneous elastic materials, International Journal of Engineering Science 35 (1997) 593-601.]
  90. Saadatmandi A, Dehghan M Numerical solution of one-dimensional wave equation with an integral condition, NUMERICAL METHODS FOR PARTIAL DIFFERENTIAL EQUATIONS 23 (2): 282-292 2007 [cited: (1) W. T. Ang, A numerical method for the wave equation subject to a non-local conservation condition, Applied Numerical Mathematics 56 (2006) 1054-1060 (2) W. T. Ang, A method of solution for the one-dimensional heat equation subject to a nonlocal condition,  SEA Bulletin of Mathematics 26 (2002) 197-203]
  91. Dineva PS, Rangelov TV, Manolis GD Elastic wave propagation in a class of cracked functionally graded materials by BIEM, COMPUTATIONAL MECHANICS 39 (3) 293-308  FEB 2007 [cited (3 papers): (1) W. T. Ang, D. L. Clements and N. Vahdati, A dual-reciprocity boundary element method for a class of elliptic boundary value problems for nonhomogeneous anisotropic media, Engineering Analysis with Boundary Elements 27 (2003) 49-55 (2) W. T. Ang, D. L. Clements and T. Cooke, A hypersingular boundary integral equation for analysis of antiplane multiple crack problems for inhomogeneous anisotropic elastic material, Engineering Analysis with Boundary Elements 23 (1999) 567-572 (3) W. T. Ang and D. L. Clements, On some crack problems in inhomogeneous materials, International Journal of Solids Structures 23 (1987) 1089-1104.]
  92. Dehghan M The one-dimensional heat equation subject to a boundary integral specification, CHAOS, SOLITONS AND FRACTALS 32 (2): 661-675   2007 [cited: (1) W. T. Ang, Numerical solution of a non-classical parabolic problem: an integro-differential approach, Applied Mathematics and Computation 175 (2006) 969-979 (cited as "in press online") (2) W. T. Ang, A method of solution for the one-dimensional heat equation subject to a nonlocal condition,  SEA Bulletin of Mathematics 26 (2002) 197-203]
  93. Book. Agrawal GP Nonlinear Fiber Optics, Fourth Edition, Academic Press, 2006 [cited: W. T. Ang and K. C. Ang, A dual-reciprocity boundary element solution of a generalized non-linear Schrodinger equation,  Numerical Methods for Partial Differential Equations 20 (2004) 843-854]
  94. PhD Thesis.  Marcello Cláudio Teixeira ANÁLISE ELASTOPLÁSTICA DA PROPAGAÇÃO
    DE TRINCAS PELO MÉTODO DOS ELEMENTOS DE CONTORNO, UNIVERSIDADE FEDERAL DE MINAS GERAIS, Brazil, 2006 [cited: (1)     W. T. Ang and D. L. Clements, Hypersingular integral equations for a thermoelastic problem of multiple planar cracks in an anisotropic medium, Engineering Analysis with Boundary Elements 23 (1999) 713-720 (2) W. T. Ang, D. L. Clements and T. Cooke, A hypersingular boundary integral equation for a class of antiplane multiple crack problems for inhomogeneous anisotropic elastic material, Engineering Analysis with Boundary Elements 23(1999) 567-572.]
  95. PhD Thesis. Sigita PEČIULYTĖ, KRAŠTINIŲ UŽDAVINIŲ SU ĮVAIRIŲ TIPŲ NELOKALIOSIOMIS SĄLYGOMIS TYRIMAS IR SKAITINĖ ANALIZĖ, Vilnius Gedaminas Technical University, Lithuania, 2006 [cited: W. T. Ang, Numerical solution of a non-classical parabolic problem: an integro-differential approach, Applied Mathematics and Computation 175 (2006) 969-979.]
  96. PhD Thesis. Chao CH Study of Photonic Crystal Fiber Using Vector Boundary Element Method, National Sun Yat Sen University, Taiwan, 2006 [cited: X. Wang, J. Lou, C. Lu, C. L. Zhao and W. T. Ang, Modeling of PCF (photonic crystal fiber) with multiple reciprocity boundary element method, Optics Express 12 (2004) 961-966]
  97. Conference Proceedings. Lee YT Chen JT, Wu AC Torsional rigidity of a circular bar with multiple circular inclusions using null-field integral approach, 2nd Asia-Pacific International Conference on Computational Methods in Engineering (ICOME 2006), Hefei, China, NOVEMBER 2006 [cited: W. T. Ang and Ilwon Kang, A complex variable boundary element method for elliptic partial differential equations in a multiply connected region, International Journal of Computer Mathematics 75 (2000) 515-525]
  98. Conference Proceedings. Aquino CT, Almeida FPA,  Estudo do problema térmico de materiais com gradação functional utilizando o método dos elementos de contorno,  XXVII CILAMCE-27th  Iberian  Latin  American  Congress  on  Computational  Methods  in  Engineering  (Federal University of Pará, Brazil, 3-6 September 2006)  SEPTEMBER  2006  (in  Portuguese)  [cited: W. T. Ang, J. Kusuma and D. L. Clements, A boundary element method for a second order elliptic partial differential equation with variable coefficients, Engineering Analysis with Boundary Elements 18 (1996) 311-316]
  99. Wang X, Sudak LJ  3D Green's functions for a steady-state point heat source interacting with a homogeneous imperfect interface, JOURNAL OF MECHANICS OF MATERIALS AND STRUCTURES 1 (7) 1269-1280 SEPTEMBER 2006 [cited: W. T. Ang, K. K. Choo and H. Fan, A Green's function for steady-state two-dimensional isotropic heat conduction across a homogeneously imperfect interface, Communications in Numerical Methods in Engineering 20 (2004) 391-399]
  100. Pan H, Tang D, Zhou L Numerical analysis of two-dimensional lagging thermal behavior under short-pulse-laser heating on surface, INTERNATIONAL JOURNAL OF ENGINEERING SCIENCE 44 (20) 1510-1519 DEC 2006 [cited: W. T. Ang, A Laplace transformation dual-reciprocity boundary element method for a class of two-dimensional microscale thermal problems, Engineering Computations 19 (2002) 467-478]
  101. Chen JT, Wu AC Null-field approach for piezoelectric problems with arbitrary circular inclusion, ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS 30 (11) 971-993  NOV 2006 [cited: W. T. Ang and Ilwon Kang, A complex variable boundary element method for elliptic partial differential equations in a multiply connected region, International Journal of Computer Mathematics 75 (2000) 515-525]
  102. Cho MH, Cai W, Her TH A boundary integral equation method for photonic crystal fibers, JOURNAL OF SCIENTIFIC COMPUTING 28 (2-3): 263-278  SEP 2006  [cited: X. Wang, J. Lou, C. Lu, C. L. Zhao and W. T. Ang, Modeling of PCF (photonic crystal fiber) with multiple reciprocity boundary element method, Optics Express 12 (2004) 961-966]
  103. Acharya DP, Mondal AK Effect of magnetic field on the propagation of quasi-transverse waves in a nonhomogeneous conducting medium under the theory of nonlinear elasticity,  ACADEMIC PROCEEDINGS IN ENGINEERING SCIENCE (INDIAN ACADEMY OF SCIENCES)  31 (3): 199-211 JUNE 2006 [cited: W. T. Ang and D. L. Clements, On some crack problems in inhomogeneous materials, International Journal of Solids Structures 23 (1987) 1089-1104]
  104. Conference Proceedings. Minutolo V, Ruocco E, Colella T Comparison of isoparametric FEM and BEM in elastic functionally graded material analysis,  GIMC 2006-XVI Convegno Italiano di Meccanica Computazionale (Bologna, Italy, 26-28 June 2006) JUNE 2006 (in Italian) [cited: (1) W. T. Ang, D. L. Clements and N. Vahdati, A dual-reciprocity boundary element method for a class of elliptic boundary value problems for nonhomogeneous anisotropic media, Engineering Analysis with Boundary Elements 27 (2003) 49-55 (2) W. T. Ang, J. Kusuma and D. L. Clements, A boundary element method for a second order elliptic partial differential equation with variable coefficients, Engineering Analysis with Boundary Elements 18 (1996) 311-316]
  105. Wang BL, Mai YW A periodic array of cracks in functionally graded materials subject to transient loading, INTERNATIONAL JOURNAL OF ENGINEERING SCIENCE 44 (5-6): 1054-1060 MARCH 2006 [cited: W. T. Ang and D. L. Clements, On some crack problems in inhomogeneous materials, International Journal of Solids Structures 23 (1987) 1089-1104]
  106. Li XF, Guo SH Effects of inhomogeneity on dynamic stress intensity factors for an antiplane interface crack in a functionally graded bonded to an elastic semi-strip, COMPUTATIONAL MATERIALS SCIENCE 38 (2): 432-441 DECEMBER 2006 [cited: (1) W. T. Ang and D. L. Clements, On some crack problems in inhomogeneous materials, International Journal of Solids Structures 23 (1987) 1089-1104 (2)  D. L. Clements, W. T. Ang and J. Kusuma, A note on antiplane deformations of inhomogeneous elastic materials, International Journal of Engineering Science 35 (1997) 593-601.]
  107. Dehghan M, Shamsi M Numerical solution of the two-dimensional parabolic equation subject to nonstandard specifications using the pseudospectral Legendre method, NUMERICAL METHODS FOR PARTIAL DIFFERENTIAL EQUATIONS 22 (6): 1255-1266 2006 [cited: W. T. Ang, A method of solution for the one-dimensional heat equation subject to a nonlocal condition,  SEA Bulletin of Mathematics 26 (2002) 197-203]
  108. Li XF, Xu LR Transient response of a finite bimaterial plate containing a crack perpendicular to and terminating at the interface, JOURNAL OF APPLIED MECHANICS (ASME TRANSACTIONS) 73: 544-554 JULY 2006 [cited: W. T. Ang, A crack in an anisotropic layered material under the action of impact loading, ASME Journal of Applied Mechanics 55 (1988) 122-125]
  109. Han JC, Wang BL Functionally graded materials with periodic internal cracks subjected to transient loading, KEY ENGINEERING MATERIALS 312: 47-52 2006 [cited: W. T. Ang and D. L. Clements, On some crack problems in inhomogeneous materials, International Journal of Solids Structures 23 (1987) 1089-1104]
  110. Dineva PS, Manolis GD, Rangelov TV Subsurface crack in an inhomogeneous half-plane: wave scattering phenomena by BEM, ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS 30 (5): 350-362 MAY 2006 [cited (4 papers): (1) W. T. Ang, D. L. Clements and N. Vahdati, A dual-reciprocity boundary element method for a class of elliptic boundary value problems for nonhomogeneous anisotropic media, Engineering Analysis with Boundary Elements 27 (2003) 49-55 (2) W. T. Ang, D. L. Clements and T. Cooke, A hypersingular boundary integral equation for analysis of antiplane multiple crack problems for inhomogeneous anisotropic elastic material, Engineering Analysis with Boundary Elements 23 (1999) 567-572 (3) W. T. Ang and D. L. Clements, On some crack problems in inhomogeneous materials, International Journal of Solids Structures 23 (1987) 1089-1104. (4) D. L. Clements, W. T. Ang and J. Kusuma, A note on antiplane deformations of inhomogeneous elastic materials, International Journal of Engineering Science 35 (1997) 593-601.]
  111. Chen JT, Shen WC, Chen PY Analysis of circular torsion bar with circular hole using null-field approach, COMPUTER MODELING IN ENGINEERING AND SCIENCES 12 (2): 109-119 2006 [cited: W. T. Ang and Ilwon Kang, A complex variable boundary element method for elliptic partial differential equations in a multiply connected region, International Journal of Computer Mathematics 75 (2000) 515-525]
  112. Paulino GH, Sutradhar A The simple boundary element method for multiple cracks in functionally graded media governed by potential theory: a three-dimensional Galerkin approach, INTERNATIONAL JOURNAL FOR NUMERICAL METHOD IN ENGINEERING 65 (12): 2007-2034 MARCH 2006 [cited: W. T. Ang, J. Kusuma and D. L. Clements, A boundary element method for a second order elliptic partial differential equation with variable coefficients, Engineering Analysis with Boundary Elements 18 (1996) 311-316]
  113. Hashim I Comparing numerical methods for the solutions of two-dimensional diffusion with an integral condition, APPLIED MATHEMATICS AND COMPUTATION 181 (2): 880-885   2006 [cited: W. T. Ang, A method of solution for the one-dimensional heat equation subject to a nonlocal condition,  SEA Bulletin of Mathematics 26 (2002) 197-203]
  114. Chen JT, Shen WC, Wu AC Null-field integral equations for stress field around circular holes under antiplane shear, ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS 30 (3): 205-217 MARCH 2006 [cited: W. T. Ang and Ilwon Kang, A complex variable boundary element method for elliptic partial differential equations in a multiply connected region, International Journal of Computer Mathematics 75 (2000) 515-525]
  115. Garcia-Sanchez F, Saez A, Dominguez J Two-dimensional time-harmonic BEM for cracked anisotropic solids, ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS 30 (2): 88-99 FEBRUARY 2006 [cited: W. T. Ang and Y. S. Park, Hypersingular integral equations for arbitrarily-located planar cracks in an anisotropic bimaterial, Engineering Analysis with Boundary Elements 20 (1997) 135-143]
  116. Lee HJ, Choi HJ Effects of graded properties on the impact response of an interface crack in a coating/substrate system subjected to antiplane deformation, ZAMM (JOURNAL OF APPLIED MATHEMATICS AND MECHANICS) 86 (2): 110-119 FEBRUARY 2006 [cited: W. T. Ang, A crack in an anisotropic layered material under the action of impact loading, ASME Journal of Applied Mechanics 55 (1988) 122-125]
  117. Wang BL, Mai YW Periodic antiplane cracks in graded coatings under static or transient loading, JOURNAL OF APPLIED MECHANICS (ASME TRANSACTIONS) 73 (1) 134-142 JANUARY 2006 [cited: W. T. Ang and D. L. Clements, On some crack problems in inhomogeneous materials, International Journal of Solids Structures 23 (1987) 1089-1104]
  118. Dehghan M A computational study of the one-dimensional parabolic equation subject to non-classical boundary specifications, NUMERICAL METHODS FOR PARTIAL DIFFERENTIAL EQUATIONS 22 (1): 220-257 JANUARY 2006 [cited: W. T. Ang, A method of solution for the one-dimensional heat equation subject to a nonlocal condition,  SEA Bulletin of Mathematics 26 (2002) 197-203]
  119. Book. Ivankovic A, Aliabadi MH Crack Dynamics, WIT 2005 [cited:  (1) W. T. Ang, Transient response of a crack in an anisotropic strip, Acta Mechanica 70 (1987) 97-109 (2) W. T. Ang, A crack in an anisotropic layered material under the action of impact loading, ASME Journal of Applied Mechanics 55 (1988) 122-125 (3) W. T. Ang, D. L. Clements and M. Dehghan, Scattering and diffraction of SH waves by multiple planar cracks in an anisotropic half-space: a hypersingular integral formulation, International Journal of Solids Structures 30 (1993) 1301-1312]
  120. PhD Thesis. Issa NA Modes and propagation in microstructured optical fibres, University of Sydney, Australia, 2005 [cited: X. Wang, J. Lou, C. Lu, C. L. Zhao and W. T. Ang, Modeling of PCF (photonic crystal fiber) with multiple reciprocity boundary element method, Optics Express 12 (2004) 961-966]
  121. PhD Thesis. Sutradhar A Galerkin boundary element modeling of three-dimensional functionally graded material systems, University of Illinois at Urbana-Champaign, USA, 2005 [cited: W. T. Ang, J. Kusuma and D. L. Clements, A boundary element method for a second order elliptic partial differential equation with variable coefficients, Engineering Analysis with Boundary Elements 18 (1996) 311-316]
  122. PhD Thesis. Cho MH Fast accurate integral methods in layered media with applications to photonic devices, The University of North Carolina, USA, 2005  [cited: X. Wang, J. Lou, C. Lu, C. L. Zhao and W. T. Ang, Modeling of PCF (photonic crystal fiber) with multiple reciprocity boundary element method, Optics Express 12 (2004) 961-966]
  123. Katsikadelis JT The BEM for nonhomogeneous bodies, ARCHIVE OF APPLIED MECHANICS (INGENIEUR ARCHIV) 74 (11-12): 780-789 NOVEMBER 2005 [cited: W. T. Ang, D. L. Clements and N. Vahdati, A dual-reciprocity boundary element method for a class of elliptic boundary value problems for nonhomogeneous anisotropic media, Engineering Analysis with Boundary Elements 27 (2003) 49-55]
  124. Sladek V, Sladek J, Zhang Ch Domain element local integral equation method for potential problems in anisotropic and functionally graded materials, COMPUTATIONAL MECHANICS 37 (1): 78-85 DECEMBER 2005 [cited: W. T. Ang, J. Kusuma and D. L. Clements, A boundary element method for a second order elliptic partial differential equation with variable coefficients, Engineering Analysis with Boundary Elements 18 (1996) 311-316]
  125. Rangelov TV, Manolis GD, Dineva PS Elastodynamic fundamental solutions for certain families of 2D inhomogeneous anisotropic domains: basic derivations, EUROPEAN JOURNAL OF MECHANICS A/SOLIDS 24 (5): 820-836 SEPTEMBER/OCTOBER 2005 [cited 3 papers: (1) W. T. Ang, D. L. Clements and N. Vahdati, A dual-reciprocity boundary element method for a class of elliptic boundary value problems for nonhomogeneous anisotropic media, Engineering Analysis with Boundary Elements 27 (2003) 49-55  (2)  Y. S. Park and W. T. Ang, A complex variable boundary element method for an elliptic partial differential equation with variable coefficients, Communications in Numerical Methods in Engineering 16 (2000) 697-703 (3) W. T. Ang, J. Kusuma and D. L. Clements, A boundary element method for a second order elliptic partial differential equation with variable coefficients, Engineering Analysis with Boundary Elements 18 (1996) 311-316]
  126. Sladek V, Sladek J, Tanaka M, Zhang Ch Local integral equation method for potential problems in functionally graded anisotropic materials,  ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS 29 (9): 892-912 SEPTEMBER 2005 [cited: W. T. Ang, J. Kusuma and D. L. Clements, A boundary element method for a second order elliptic partial differential equation with variable coefficients, Engineering Analysis with Boundary Elements 18 (1996) 311-316]
  127. Conference Proceedings. Manolis GD, Rangelov TV, Dineva PS Elastodynamic fundamental solutions for 2D inhomogeneous anisotropic domains,  5th GRACM International Congress on Computational Mechanics (Limassol, Cyprus, 29 June-1 July 2005) JULY 2005 [cited: W. T. Ang, D. L. Clements and N. Vahdati, A dual-reciprocity boundary element method for a class of elliptic boundary value problems for nonhomogeneous anisotropic media, Engineering Analysis with Boundary Elements 27 (2003) 49-55]
  128. Dehghan M, Numerical approximations for solving a time-dependent partial differential equation with non-classical specification on four boundaries APPLIED MATHEMATICS AND COMPUTATION 167 (1): 28-45 AUGUST 2005 [cited: W. T. Ang, A method of solution for the one-dimensional heat equation subject to a nonlocal condition,  SEA Bulletin of Mathematics 26 (2002) 197-203]
  129. Dineva P, Rangelov T and Gross D BIEM for steady-state problems in cracked anisotropic materials ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS 29 (7) 689-698 JULY 2005 [cited: W. T. Ang, D. L. Clements and T. Cooke, A hypersingular boundary integral equation for analysis of antiplane multiple crack problems for inhomogeneous anisotropic elastic material, Engineering Analysis with Boundary Elements 23 (1999) 567-572]
  130. Wang BL, Mai YW A periodic array of cracks in functionally graded materials subjected to thermo-mechanical loading INTERNATIONAL JOURNAL OF ENGINEERING SCIENCE 43 (5-6): 432-446 2005 [cited: W. T. Ang and D. L. Clements, On some crack problems in inhomogeneous materials, International Journal of Solids Structures 23 (1987) 1089-1104]
  131. Sladek J, Sladek V, Zhang Ch Stress analysis in anisotropic functionally graded materials by the MLPG method ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS 29 (6): 597-609 JUNE 2005 [cited: W. T. Ang and J. C. F. Telles, A numerical Green's function for multiple cracks in anisotropic bodies, Journal of Engineering Mathematics 49 (2004) 197-207]
  132. Stankevich VZ, Stasyuk BM, Khai OM, Dynamic analysis of interacting cracks in a half-space with a clamped boundary condition using boundary integral equations, JOURNAL OF APPLIED MECHANICS AND TECHNICAL PHYSICS 46 (1): 124-128 APR 2005 [cited: W. T. Ang, D. L. Clements and M. Dehghan, Scattering and diffraction of SH waves by multiple planar cracks in an anisotropic half-space: a hypersingular integral formulation, International Journal of Solids Structures 30 (1993) 1301-1312]
  133. Sladek V, Sladek J Local integral equations in non-homogeneous media,  COMPUTERS & STRUCTURES 83 (10-11): 880-888 APR 2005 [cited: W. T. Ang, J. Kusuma and D. L. Clements, A boundary element method for a second order elliptic partial differential equation with variable coefficients, Engineering Analysis with Boundary Elements 18 (1996) 311-316]
  134. Sladek V, Sladek J, Zhang Ch Local integro-differential equations with domain elements for the numerical solution of partial differential equations with variable coefficients, JOURNAL OF ENGINEERING MATHEMATICS 51 (3): 261-282 MAR 2005  [cited: W. T. Ang, J. Kusuma and D. L. Clements, A boundary element method for a second order elliptic partial differential equation with variable coefficients, Engineering Analysis with Boundary Elements 18 (1996) 311-316]
  135. Dehghan M On the solution of an initial-boundary value problem that combines Neumann and integral condition for the wave equation, NUMERICAL METHODS FOR PARTIAL DIFFERENTIAL EQUATIONS 21 (1): 24-40 JAN 2005 [cited: W. T. Ang, A method of solution for the one-dimensional heat equation subject to a nonlocal condition,  SEA Bulletin of Mathematics 26 (2002) 197-203]
  136. Dehghan M Efficient techniques for the second order parabolic equation subject to nonlocal specifications, APPLIED NUMERICAL MATHEMATICS 52 (1): 39-62 JAN 2005 [cited: W. T. Ang, A method of solution for the one-dimensional heat equation subject to a nonlocal condition,  SEA Bulletin of Mathematics 26 (2002) 197-203]
  137. Conference Proceedings. Sladek V, Sladek J, Zhang Ch  Local  integral equations and finite elements, Boundary Elements XXVI: 13-22 2004 (Proceedings of the 26th International Conference on the Boundary Elements and Other Mesh Reduction Methods) [cited: W. T. Ang, J. Kusuma and D. L. Clements, A boundary element method for a second order elliptic partial differential equation with variable coefficients, Engineering Analysis with Boundary Elements 18 (1996) 311-316]
  138. PhD Thesis. Wang J, Numerical modeling of elastic materials with inclusions, holes and cracks, PhD Thesis, University of Minnesota, USA, 2004  [cited: (1) W. T. Ang and D. L. Clements, A boundary element method for determining the effect of holes on the stress distribution around a crack, International Journal for Numerical Methods in Engineering 23 (1986) 1727-1737 (2) W. T. Ang, A boundary integral solution for the problem of multiple interacting cracks in an elastic material, International Journal of Fracture 31 (1986) 259-270]
  139. PhD Thesis. Zemcik R, Non-stationary progressive failure analysis of fiber-reinforced composites, PhD Thesis, Department of Mechanics, University of West Bohemia, Czech Republic, 2004  [cited:  W. T. Ang, Transient response of a crack in an anisotropic strip, Acta Mechanica 70 (1987) 97-109]
  140. Bhikkaji B, Mahata K, Söderström T. Reduced order models for a two-dimensional heat diffusion system, INTERNATIONAL JOURNAL OF CONTROL 77 (8): 1532-1548 DEC 2004 [cited: A. B. Gumel, W. T. Ang and E. H. Twizell, Efficient parallel algorithm for the two-dimensional diffusion equation subject to specification of mass, International Journal of Computer Mathematics 64 (1997) 153-163]
  141. Fang DN, Wan YP, Soh AK Magnetoelastic fracture of soft ferromagnetic materials, THEORETICAL AND APPLIED FRACTURE MECHANICS 42 (3): 317-334 DEC 2004 [cited: W. T. Ang,  Magnetic stresses in an anisotropic soft ferromagnetic material with a crack, International Journal of Engineering Science 27 (1989) 1519-1526]
  142. Sladek J, Sladek V, Atluri SN Meshless local Petrov-Galerkin method in anisotropic elasticity CMES-COMPUTER MODELING IN ENGINEERING & SCIENCES 6 (5): 477-489 NOV 2004 [cited: W. T. Ang and J. C. F. Telles, A numerical Green's function for multiple cracks in anisotropic bodies, Journal of Engineering Mathematics 49 (2004) 197-207]
  143. Wan YP, Fang DN, Soh AK  A small-scale magnetic-yielding model for an infinite magnetostrictive plane with a crack-like flaw, INTERNATIONAL JOURNAL OF SOLIDS AND STRUCTURES 41 (22-23): 6129-6146 NOV 2004 [cited: W. T. Ang,  Magnetic stresses in an anisotropic soft ferromagnetic material with a crack, International Journal of Engineering Science 27 (1989) 1519-1526]
  144. Dehghan M  Application of the Adomian decomposition method for two-dimensional parabolic equation subject to nonstandard boundary specifications APPLIED MATHEMATICS AND COMPUTATION 157 (2): 549-560 OCT 5 2004 [cited: W. T. Ang, A method of solution for the one-dimensional heat equation subject to a nonlocal condition,  SEA Bulletin of Mathematics 26 (2002) 197-203]
  145. Cheng H, Crutchfield WY, Doery M, Greengard L Fast accurate integral equation methods for the analysis of photonic crystal fibers I: theory, OPTICS EXPRESS 12 (16): 3791-3805  AUG 2004  [cited: X. Wang, J. Lou, C. Lu, C. L. Zhao and W. T. Ang, Modeling of PCF (photonic crystal fiber) with multiple reciprocity boundary element method, Optics Express 12 (2004) 961-966]
  146. Sutradhar A, Paulino GH, A simple boundary element method for problems of potential in nonhomogeneous media, INT J NUMER METH ENG 60 (13): 2203-2230 AUG 2004 [cited: W. T. Ang, J. Kusuma and D. L. Clements, A boundary element method for a second order elliptic partial differential equation with variable coefficients, Engineering Analysis with Boundary Elements 18 (1996) 311-316]
  147. Cho HA, Golberg MA, Muleshkov AS, Li X Trefftz methods for time dependent partial differential equations, COMPUTERS, MATERIALS & CONTINUA 1 (1): 1-37 2004 [cited: (1) WT Ang, A boundary integral equation method for the two-dimensional diffusion equation subject to a non-local condition, Engineering Analysis with Boundary Elements 25 (2001) 1-6 (2) WT Ang and AB Gumel, A boundary integral equation method for the three-dimensional heat equation subject to specification of energy, Journal of Computational and Applied Mathematics 135 (2001) 303-311]
  148. Manolis GD, Dineva PS, Rangelov TV Wave scattering by cracks in inhomogeneous continua using BIEM, INT J SOLIDS STRUCT 41 (14): 3905-3927 JULY 2004  [cited: (1) W. T. Ang, D. L. Clements and N. Vahdati, A dual-reciprocity boundary element method for a class of elliptic boundary value problems for nonhomogeneous anisotropic media, Engineering Analysis with Boundary Elements 27 (2003) 49-55  (2) W. T. Ang, D. L. Clements and T. Cooke, A hypersingular boundary integral equation for analysis of antiplane multiple crack problems for inhomogeneous anisotropic elastic material, Engineering Analysis with Boundary Elements 23 (1999) 567-572]
  149. Albuquerque EL, Sollero P, Aliabadi MH Dual boundary element method for anisotropic dynamic fracture mechanics INT J NUMER METH ENG 59 (9): 1187-1205 MAR 7 2004
  150. Pu JP A doubly iterative BEM for solving crack closing in an elastic body COMP & STRUCT 82 (1): 25-33 JAN 2004
  151. Denda M, Marante ME Mixed mode BEM analysis of multiple curvilinear cracks in the general anisotropic solids by the crack tip singular element INT J SOLIDS STRUCT 41 (5-6): 1473-1489 MAR 2004
  152. Zhao XH Exact solutions of stress intensity factor histories for a half plane crack in a transversely isotropic solid under transient point shear loading on the crack faces INT J SOLIDS STRUCT 41 (1): 177-197 JAN 2004
  153. Sato K, Watanabe Y Treatment of Neumann boundaries in the complex variable boundary-element method COMMUN NUMER METH ENGNG 20 (2): 119-132 FEB 2004
  154. Sato K Modelling infinite-conductivity line sinks in the complex variable boundary-element method COMMUN NUMER METH ENGNG 20 (1): 43-49 JAN 2004
  155. Dehghan M  The use of Adomian decomposition method for solving the one-dimensional parabolic equation with non-local boundary specifications INT J COMPUT MATH 81 (1): 25-34 JAN 2004  [cited: W. T. Ang, A method of solution for the one-dimensional heat equation subject to a nonlocal condition,  SEA Bulletin of Mathematics 26 (2002) 197-203]
  156. Dehghan M Numerical procedures for a boundary value problem with a nonlinear boundary condition APPLIED MATHS & COMPUT 147 (1): 291-306, JAN 2004 [cited: A. B. Gumel, W. T. Ang and E. H. Twizell, Efficient parallel algorithm for the two-dimensional diffusion equation subject to specification of mass, International Journal of Computer Mathematics 64 (1997) 153-163]
  157. Electronic Journal. Denda M, Quick P Numerical Green's functions for line force and dislocation around multiple cracks, ELECTRONIC J BOUNDARY ELEMENTS 2 (1): 22-68 2004 [cited: W. T. Ang and D. L. Clements, A boundary element method for determining the effect of holes on the stress distribution around a crack, International Journal for Numerical Methods in Engineering 23 (1986) 1727-1737]
  158. Book. Gao D Y Advances in Mechanics and Mathematics, Springer 2003 [cited: W. T. Ang and D. L. Clements, On some crack problems in inhomogeneous materials, International Journal of Solids Structures 23 (1987) 1089-1104]
  159. Bahr HA, Balke H, Fett T, et al. Cracks in functionally graded materials MAT SCI ENG A-STRUCT 362 (1-2): 2-16 DEC 5 2003
  160. Nemat-Alla M Reduction of thermal stresses by developing two-dimensional functionally graded materials INT J SOLIDS STRUCT 40 (26): 7339-7356 DEC 2003
  161. DSc Thesis. Silveira NPP, Simulation of crack propagation using boundary elements, Doctor of Science Thesis (in Portuguese), Federal University of Rio de Janeiro, COPPE/UFRJ, Brazil, NOV 2003
  162. Electronic Journal. Denda M, Mattingly E The whole crack singular element for 2-D boundary element analysis of multiple straight cracks in the general anisotropic solids ELECTRONIC J BOUNDARY ELEMENTS 1 (3): 404-417 NOV 2003
  163. Wan YP, Fang DN, Soh AK, Hwang KC Effect of magnetostriction on fracture of a soft ferromagnetic medium with a crack-like flaw FATIGUE & FRACTURE OF ENGINEERING MATERIALS & STRUCTURES 26 (11): 1091-1102 NOV 2003
  164. Fairweather G, Karageorghis A, Martin PA The method of fundamental solutions for scattering and radiation problems ENG ANAL BOUND ELEM 27 (7): 759-769 JUL 2003
  165. Selvadurai APS On the axisymmetric loading of an annular crack by a disk inclusion J ENG MATH 46 (3-4): 377-393 AUG 2003 [cited: D. L. Clements and W. T. Ang, Stress intensity factors for the circular annulus crack, International Journal of Engineering Science 26 (1988) 325-329]
  166. Electronic Journal. Denda M The Green's function BEM for bimaterial solids applied to edge stress concentration problems ELECTRONIC J BOUNDARY ELEMENTS 1 (2): 112-131 AUG 2003
  167. Gray LJ, Kaplan T, Richardson JD, Paulino GH Green's functions and boundary integral analysis for exponentially graded materials: heat conduction, J APPL MECH-T ASME 70: 543-549 JUL 2003
  168. Pu J, Yao Z  Studies of 2-D moving contact elastic body with closed cracks using BEM, ACTA MECHANICA SINICA 19 (4): 341-346 AUG 2003
  169. Dehghan M Numerical solution of a parabolic equation with non-local specifications, APPLIED MATHS & COMPUT 145: 185-194 2003 [cited: W. T. Ang, A method of solution for the one-dimensional heat equation subject to a nonlocal condition,  SEA Bulletin of Mathematics 26 (2002) 197-203]
  170. Dong CY, Lo SH, Cheung YK Interaction between cracks and rigid-line inclusions by an integral equation approach COMPUT MECH 31 (3-4): 238-252 JUL 2003
  171. Technical Report. Bhikkaji B, Mahata K, Söderström T. Reduced order models for a two-dimensional heat diffusion system, Technical Report 2003-022, Department of Information Technology, Uppsala University, Sweden APR 2003
  172. Liu DS, Chiou DY A coupled IEM/FEM approach for solving elastic problems with multiple cracks INT J SOLIDS STRUCT 40 (8): 1973-1993 APR 2003 
  173. Wan YP, Fang DN, Soh AK, Effects of magnetic field on fracture toughness of manganese-zinc ferrite ceramics, MOD PHYS LETT B 17 (2): 57-66 JAN 30 2003 
  174. Chan YS, Fannjiang AC, Paulino GH, Integral equations with hypersingular kernels - theory and applications to fracture mechanics, INT J ENG SCI 41 (7): 683-720 APR 2003 
  175. Paoloni S, Bertolotti M, The photoelastic effect evaluation by means of photothermal deflection technique, REV SCI INSTRUM 74 (1): 615-617 Part 2 JAN 2003 [cited: A. Salazar, W. T. Ang, M. Gateshski, G. Gutierrez-Juarez and A. Sanchez-Lavega, Photoelastic effect and mirage deflection in anisotropic materials, Applied Physics A 74 (2002) 47-57]
  176. Vargas H, Miranda LCM, Photothermal techniques applied to thermophysical properties measurements (plenary), REV SCI INSTRUM 74 (1): 794-799 Part 2 JAN 2003 [cited: A. Salazar, M. Gateshski, G. Gutierrez-Juarez, A. Sanchez-Lavega and W. T. Ang, Novel results on collinear mirage deflection, Analytical Sciences 17 (2001) S95-S98 (Special Issue)]
  177. Zhao X, The stress intensity factor history for an advancing crack in a transversely isotropic solid under 3D loading, INT J SOLIDS STRUCTURES 40: 89-103, 2003 
  178. Dehghan M, Parallel techniques for a boundary value problem with non-classic boundary condition, APPLIED MATHS & COMPUT 137 (2-3): 399-412, MAY 2003 [cited: A. B. Gumel, W. T. Ang and E. H. Twizell, Efficient parallel algorithm for the two-dimensional diffusion equation subject to specification of mass, International Journal of Computer Mathematics 64 (1997) 153-163]
  179. Japanese Journal. Kamiya N, Hashizume T, Minoura M. Application of computing point method in BEM to problems with complicated governing equations, TRANSACTIONS OF JAPANESE SOCIETY OF COMPUTATIONAL ENGINEERING (JASCOME) 20: 1-4 2003 (in Japanese)
  180. Book. Linkov AM Boundary Integral Equations in Elasticity Theory, Springer 2002 [cited:  (1) W. T. Ang and Y. S. Park, CVBEM for a system of second order elliptic partial differential equations, Engineering Analysis with Boundary Elements 21 (1998) 179-184 (2) W. T. Ang, D. L. Clements and T. Cooke, A complex variable boundary element method for a class of boundary value problems in anisotropic thermoelasticity, International Journal of Computer Mathematics 70 (1999) 571-586]
  181. Korsunsky AM On the use of interpolative quadratures for hypersingular integrals in fracture mechanics P ROY SOC LOND A MAT 458 (2027): 2721-2733 NOV 8 2002  [cited: D. L. Clements and W. T. Ang, Stress intensity factors for the circular annulus crack, International Journal of Engineering Science 26 (1988) 325-329]
  182. Ayad MM, Stress concentration in an inhomogeneous piezoelectric slab with crack under constant longitudinal shear INT J APPLIED ELECTROMAGNETICS & MECH 16 (1-2): 57-68 2002
  183. Manolis GD, Pavlou S, A Green's function for variable density elastodynamics under plane strain conditions by Hormander's method CMES-COMP MODEL ENG 3 (3): 399-415 JUN 2002 
  184. Conference Proceedings. Paulino GH, Sutradhar A and Gray LJ, Boundary element methods for functionally graded materials, IABEM 2002 (Conference of the International Association for Boundary Element Methods, University of Texas, Austin, May 28-30, 2002) MAY 2002 
  185. Liang W, Fang D and Shen Y, Mode I crack in a soft ferromagnetic material, FATIGUE FRACT ENG M 25 (5): 519-526 MAY 2002
  186. Li XF and Fan TY, Transient analysis of a piezoelectric strip with a permeable crack under antiplane impact loads INT J ENG SCI 40: 131-143 2002
  187. PhD Thesis. Chan YS Hypersingular integro-differential equations and applications to fracture mechanics of homogeneous and functionally graded materials with strain-gradient effects, University of California Davis, USA, 2001
  188. Conference Proceedings. Stefanescu A, Kassab AJ, A boundary integral method for transient heat diffusion in isotropic nonhomogeneous media IABEM Symposium on Advanced Mathematical and Computational Aspects of the Boundary Element Method 365-375 JUL 2001
  189. Denda M, Mixed Mode I, II and III analysis of multiple cracks in plane anisotropic solids by the BEM: a dislocation and point force approach ENG ANAL BOUND ELEM 25 (4-5): 267-278 APR-MAY 2001 
  190. Paulino GH, Jin ZH, Viscoelastic functionally graded materials subjected to antiplane shear stress J APPL MECH-T ASME 68 (2): 284-293 MAR 2001
  191. Zhao XH, The stress-intensity factor history for a half plane crack in a transversely isotropic solid due to impact point loading on the crack faces INT J SOLIDS STRUCT 38: (16) 2851-2865 APR 2001 
  192. Gourlay TP, Tuck EO, The maximum sinkage of a ship, J SHIP RES 45: (1) 50-58 MAR 2001
  193. Book. Ladopoulos EG Singular Integral Equations: Linear and Nonlinear Theory and Its Applications in Science and Engineering, Springer 2000 [cited:  W. T. Ang and D. L. Clements, A boundary integral equation method for the solution of a class of crack problems, Journal of Elasticity 17 (1987) 9-21.]
  194. Li XF, Dynamic response of a piezoelectric material with a conducting rigid inclusion, MECCANICA 35 (5): 383-392 2000 
  195. Zhao XH, The impact response of a half plane crack in a transversely isotropic solid due to 3-D mixed mode loading, INT J FRACTURE 106: (4) 357-371 DEC 2000
  196. Korsunsky AM, Hills DA, Solution of axisymmetric crack problems using distributed dislocation ring dipoles, J STRAIN ANAL ENG 35: (5) 373-382 SEP 2000
  197. Clatterbuck DM, Chan JW, Morris JW, The influence of a magnetic field on the fracture toughness of ferromagnetic steel, MATER T JIM 41: (8) 888-892 AUG 2000
  198. Zhao X, Xie H, Elastodynamic analysis of a half plane crack in a transversely isotropic solid under 3-D transient loading, ACTA MECH 143: (1-2) 35-45 2000
  199. Zhang C, Transient elastodynamic antiplane crack analysis of anisotropic solids, INT J SOLIDS STRUCT 37: (42) 6107-6130 OCT 2000
  200. Selvadurai APS, The penny-shaped crack at a bonded plane with localized elastic non-homogeneity, EUR J MECH A-SOLID 19: (3) 525-534 MAY-JUN 2000
  201. Fett T, Munz D, Yang YY, Direct adjustment procedure for weight functions of graded materials, FATIGUE FRACT ENG M 23: (3) 191-198 MAR 2000
  202. Mukhopadhyay NK, Maiti SK, Kakodkar A, A review of SIF evaluation and modelling of singularities in BEM, COMPUT MECH 25: (4) 358-375 APR 2000
  203. Tsai YM, Thermoelastic problem of uniform heat flow disturbed by a flat toroidal crack in a transversely isotropic medium, J THERM STRESSES 23: (3) 217-231 APR 2000
  204. Fett T, Munz D, Yang YY, Applicability of the extended Petroski-Achenbach weight function procedure to graded materials, ENG FRACT MECH 65: (4) 393-403 MAR 2000
  205. Kit HS, Khaj MV, Sushko OP, Investigation of the interaction of flat surface cracks in a half-space by BIEM, , INT J ENG SCI 38 (14): 1593-1616 2000 [cited: W. T. Ang and D. L. Clements, A boundary integral equation method for the solution of a class of crack problems,  Journal of Elasticity 17 (1987) 9-21]
  206. PhD Thesis. Gourlay T, Mathematical and computational techniques for predicting the squat of ships, PhD Thesis, University of Adelaide, Australia, 2000
  207. Book Chapter. Divo E, Kassab A, A generalized BEM for steady and transient heat conduction in media with spatially varying thermal conductivity, in Boundary Integral Methods: Numerical and Mathematical Aspects (edited by Golberg M), Chapter 2, 37-76 1999
  208. Denda M, A dislocation and point force approach to the boundary element method for mixed mode crack analysis of plane anisotropic solids, J CHIN INST ENG 22: (6) 677-693 NOV 1999 
  209. Cruse TA, Ewing AP, Wikswo JP, Green's function formulation of Laplace's equation for electromagnetic crack detection, COMPUT MECH 23: (5-6) 420-429 JUN 1999
  210. Georgiadis HG, Rigatos AP, Brock LM, Thermoelastodynamic disturbances in a half-space under the action of a buried thermal/mechanical line source, INT J SOLIDS STRUCT 36: (24) 3639-3660 AUG 1999 
  211. Erguven ME, Gross D, On the penny-shaped crack in inhomogeneous elastic materials under normal extension, INT J SOLIDS STRUCT 36: (13) 1869-1882 MAY 1999 
  212. Chau KT, Wang YB, A new boundary integral formulation for plane elastic bodies containing cracks and holes, INT J SOLIDS STRUCT 36: (14) 2041-2074 MAY 1999
  213. Book. Zhang Ch, Gross D On wave propagation in elastic solids with cracks, Computational Mechanics Publications, 1998.
  214. Book Chapter. Hwu C, A new boundary element method for two-dimensional anisotropic elastic solids containing multiple holes, cracks and inclusions, in Discontinuous Materials and Structures (Advances in Boundary Element Method Series) (edited by Bush MB), Chapter 2, 53-96 1998
  215. PhD Thesis. Agostinho PCP, Associação de chapas através da combinação dos métodos dos elementos de contorno e finitos considerando enrijecedores e crack coesivo, PhD Thesis (in Portuguese), University of Sao Paulo, Brazil, 1998
  216. PhD Thesis. Divo E, A new boundary integral equation method for anisotropic heat conduction in heterogeneous media, PhD Thesis, University of Central Florida, USA 1998
  217. Book Chapter. Silveira NPP, Guimaraes S, Telles JCF, Accurate hypersingular integral computations in the development of numerical Green's functions for fracture mechanics in "Singular Integrals in Boundary Element Methods" edited by V Sladek and J Sladek, Chapter 6, pp197-222, Computational Mechanics Publications, Southampton, UK and Boston, USA 1998
  218. Choi HJ, Lee KY, Jin TE, Collinear cracks in a layered half-plane with a graded nonhomogeneous interfacial zone - Part I: Mechanical response, INT J FRACTURE 94: (2) 103-122 1998 
  219. Tsai YM, Thermoelastic behavior of a transversely isotropic material containing a flat toroidal crack, J THERM STRESSES 21: (9) 881-895 DEC 1998 
  220. Spencer AJM, Selvadurai APS, Some generalized anti-plane strain problems for an inhomogeneous elastic halfspace, J ENG MATH 34: (4) 403-416 NOV 1998 
  221. Mukhopadhyay NK, Maiti SK, Kakodkar, A BEM based evaluation of SIFs using modified crack closure integral technique under remote and/or crack edge loading, ENG FRACT MECH 61: (5-6) 655-671 NOV-DEC 1998
  222. Chen TC, Chen WH, Frictional contact analysis of multiple cracks by incremental displacement and resultant traction boundary integral equations, ENG ANAL BOUND ELEM 21: (4) 339-348 JUN 1998 
  223. Korsunsky AM, Gauss-Chebyshev quadrature formulae for strongly singular integrals, Q APPL MATH 56: (3) 461-472 SEP 1998 
  224. Divo E, Kassab A generalized boundary integral equation for transient heat conduction in heterogeneous media, J THERMOPHYS HEAT TR 12: (3) 364-373 JUL-SEP 1998
  225. Georgiadis HG, Brock LM, Rigatos AP, Transient concentrated thermal/mechanical loading of the faces of a crack in a coupled-thermoelastic solid, INT J SOLIDS STRUCT 35: (11) 1075-1097 APR 1998
  226. Conference Proceedings. Divo E, Kassab AJ, A generalized boundary integral equation for axisymmetric heat conduction in nonhomogeneous isotropic media, Boundary Elements XIX: 453-462 SEP 1997 (Proceedings of the 19th International Conference on the Boundary Element Methods)
  227. Conference Proceedings. Divo E, Kassab AJ, A generalized BIE for transient heat conduction in heterogeneous media, 32nd Thermophysics Conference, Atlanta, Georgia, USA, JUNE 23-25 1997
  228. Choi HJ, A periodic array of cracks in a functionally graded nonhomogeneous medium loaded under in-plane normal and shear, INT J FRACTURE 88: (2) 107-128 1997 
  229. Yang FQ, Exact solution for a finite length crack in a strip under general antiplane loading, INT J FRACTURE 87: (2) L57-L64 1997 
  230. Denda M, Kosaka I, Dislocation and point-force-based approach to the special Green's function bem for elliptic hole and crack problems in two dimensions, INT J NUMER METH ENG 40: (15) 2857-2889 AUG 15 1997 
  231. Divo E, Kassab A, A generalized boundary-element method for steady-state heat conduction in heterogeneous anisotropic media, NUMER HEAT TR B-FUND 32: (1) 37-61 JUL-AUG 1997 
  232. Choi HJ, Mode I interaction of a periodic array of parallel cracks in a functionally graded nonhomogeneous plane, KSME INT J 11: (3) 239-248 JUN 1997 
  233. Bhowmick R, Das BR, Steady-state thermal stresses in an infinite elastic medium containing an annular crack, P INDIAN AS-MATH SCI 107: (1) 71-87 FEB 1997
  234. Book. Hills DA, Kelly PA, Dai, DN, Korsunsky, AM Solution of Crack Problems: The Distributed Dislocation Technique, Kluwer Academic Publishers 1996
  235. Conference Proceedings. Manolis GD, Shaw RP, Stochastic BEM formulation for 3D thermal problems in heterogeneous media, BOUNDARY ELEMENTS XVIII: 55-64 SEP 1996 (Proceedings of the 18th International Conference on the Boundary Element Methods)
  236. Alex R, Schovanec L, An anti-plane crack in a nonhomogeneous viscoelastic body, ENG FRACT MECH 55: (5) 727-735 NOV 1996
  237. Korsunsky AM, The Somigliana ring dislocation revisited .1. Papkovich potential solutions for dislocations in an infinite space, J ELASTICITY 44: (2) 97-114 AUG 1996
  238. Kassab AJ, Divo E, A generalized boundary integral equation for isotropic heat conduction with spatially varying thermal conductivity, ENG ANAL BOUND ELEM 18: (4) 273-286 DEC 1996
  239. Zhang HQ, Delale F, Liaw BM, Interface and matrix fracture in brittle fiber-reinforced composites, ENG FRACT MECH 55: (2) 249-273 SEP 1996 
  240. Cruse TA, BIE fracture mechanics analysis: 25 years of developments, COMPUT MECH 18: (1) 1-11 MAY 1996 
  241. Manolis GD, Shaw RP, Boundary integral formulation for 2D and 3D thermal problems exhibiting a linearly varying stochastic conductivity, COMPUT MECH 17: (6) 406-417 APR 1996
  242. Conference Proceedings. Zhang HQ, Delale F, Liaw BM, Axisymmetric cracking of a composite cylinder containing interface and matrix cracks, Tenth Proceedings of the American Society for Composites, pp. 317-324, October 18-20, 1995, Santa Monica, California, USA OCT 1995
  243. Telles JCF, Castor GS, Guimaraes S, A numerical Green's function approach for boundary elements applied to fracture mechanics, INT J NUMER METH ENG 38: (19) 3259-3274 OCT 15 1995 [cited: (1) W. T. Ang, A boundary integral equation for deformations of an elastic body with an arc crack, Quarterly of Applied Mathematics 45 (1987) 131-139, and (2) W. T. Ang and D. L. Clements, A boundary integral equation method for the solution of a class of crack problems, Journal of Elasticity 17 (1987) 9-21]
  244. Sanyal D, A boundary element formalism for simulation of unsteady heat transfer in welding, T INDIAN I METALS 48: (3) 189-192 JUN 1995
  245. Ioakimidis NI, Remarks on the Gauss quadarture rule for a particular class of finite-part integrals, INT J NUMER METH ENG 38: (14) 2433-2448 JUL 30 1995
  246. Korsunsky AM, Fundamental eigenstrain solutions for axisymmetric crack problems, J MECH PHYS SOLIDS 43: (8) 1221-1241 AUG 1995 
  247. MacKerle J, Facrture mechanics parameters and finite element and boundary element methods-a bibliography (1992-1994), FINITE ELEM ANAL DES 19: (3) 209-223 APR 1995 
  248. Chen WH, Chen TC, An efficient dual boundary element technique for a 2-dimensional fracture problem with multiple cracks, INT J NUMER METH ENG 38: (10) 1739-1756 MAY 30 1995 
  249. Yong Z, Hanson MT, A circular crack system in an infinite elastic medium under arbitrary normal load, J APPL MECH-T ASME 61: (3) 582-588 SEP 1994 
  250. Herrmann JM, Schovanec L, Dynamic steady state mode III fracture in a nonhomegeneous viscoelastic body, ACTA MECH 106: (1-2) 41-54 1994 
  251. Hwu C, Liao CY, A special boundary element for the problems of multi-holes, cracks and inclusions, COMPUT STRUCT 51: (1) 23-31 APR 3 1994 
  252. Erguven ME, Gross D, On the penny shaped crack in an inhomogeneous elastic material, Z ANGEW MATH MECH 74: (4) T179-T182 1994
  253. Ladopoulos EG, Systems of finite-part singular integral equations in L(p) applied to crack problems,ENG FRACT MECH 48: (2) 257-266 MAY 1994
  254. Yin HP, Ehrlacher A, Variational approach of displacement discontinuity method and application to crack problems, INT J FRACTURE 63: (2) 135-153 SEP 15 1993
  255. De J, Patra B, Propagation of 2 collinear Griffith cracks in an orthotropic strip, ENG FRACT MECH 46: (5) 835-842 NOV 1993 
  256. Zhang C, Gross D, Interaction of antiplane cracks with elastic waves in transversely isotropic materials, ACTA MECH 101: (1-4) 231-247 1993 
  257. Wang YM, Tarn JQ, Green functions for generalized plane problems of anisotropic bodies with a hole or a rigid inclusion, J APPL MECH-T ASME 60: (3) 583-588 SEP 1993 
  258. Hwu C, Yen WJ, On the anisotropic elastic inclusions in plane elastostatics, J APPL MECH-T ASME 60: (3) 626-632 SEP 1993 
  259. Venkatakrishnaiah S, Dharani LR, Analysis of an axisymmetrical matrix crack in a single-fiber composite, EUR J MECH A-SOLID 12: (4) 567-583 1993 
  260. Saxena HS, Dhaliwal RS, He W, et al., Penny shaped interface crack between dissimilar nonhomogeneous elastic layers under axially symmetrical torsion, ACTA MECH 99: (1-4) 201-211 1993 
  261. Kaw AK, Pagano NJ, Axisymmetrical thermoelastic response of a composite cylinder containing an annular matrix crack, J COMPOS MATER 27: (6) 540-571 1993 
  262. Saxena HS, Dhaliwal RS, Annular crack surrounding an elastic fiber in transversely isotropic elasticity, ENG FRACT MECH 44: (6) 963-969 APR 1993
  263. Yong Z, Hanson MT, Stress intensity factors for annular cracks in inhomogeneous isotropic materials, INT J SOLIDS STRUCT 29: (8) 1033-1050 1992
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  265. Choi HJ, Thangjitahm S, Singular crack-tip response in an anisotropic medium, ENG FRACT MECH 43: (4) 487-500 NOV 1992 
  266. Schultz RA, Mechanics of curved slip surfaces in rock, ENG ANAL BOUND ELEM 10: (2) 147-154 1992 
  267. De J, Patra B, Elastodynamic crack problems in an orthotropic medium through complex variable approach, ENG FRACT MECH 43: (6) 895-909 DEC 1992
  268. Dhaliwal RS, Saxena HS, Rokne JG, Antiplane shear problem for a crack between dissimilar nonhomogeneous isotropic elastic layers, ENG FRACT MECH 42: (4) 653-662 JUL 1992 
  269. Zhang C, Elastodynamic analysis of a periodic array of mode III cracks in transversely isotropic solids, J APPL MECH-T ASME 59: (2) 366-371 Part 1 JUN 1992 
  270. Shields EB, Srivatsan TS, Padovan J, Analytical methods for evaluation of stress intensity factors and fatigue carck growth, ENG FRACT MECH 42: (1) 1-26 MAY 1992 
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  277. Fabrikant VI, Neumann problem for an annular disk, INT J ENG SCI 29: (11) 1425-1431 1991 
  278. Atkinson C, Eftaxiopoulos DA, Interaction between a crack and a free or wielded boundary in media with arbitrary anisotropy, INT J FRACTURE 50: (3) 159-182 AUG 1 1991 
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  280. Fabrikant VI, Non-axisymmetrical normal load on an annular crack, THEOR APPL FRACT MEC 15: (3) 229-236 AUG 1991 
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Tracking started in 1988 (Iowa, USA).
Online tracking (Web of Science) in 2000.