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  Research and Publications
"Writing is its own reward." Henry Miller (American writer, 1891-1980)
"Ancora imparo." Michelangelo Buonarroti (Italian painter-sculptor-architect-poet, 1475-1564)

The details of my publications are given below. The main purpose of this page is to help myself keep track of my research work as well as to provide information to those who share similar research interests. Reprints of some of the publications are available on request-please e-mail me at the following e-mail address:
 

Preprints of some articles or links to them are given in the list of publications in my CV.

Whye-Teong Ang
15 September 2006


  • Statistics Numbers of papers in conferences and journals and different citing papers (by other researchers).
  • Citing Papers, Books, Reports and Theses .This list is compiled from the data base of the Institute for Scientific Information and other sources.
  • Journals and Impact Factors A list of journals in which papers have appeared with impact factors of the last two years.
  • Conferences Papers were presented at these conferences.
  • Topics Papers are categorised according to a list of topics.
Statistics as on 29 March 2010

Number of papers in conferences: 14 (since 1985)
Number of papers in journals: 83 (since 1986)
Number of books: 2
Number of papers, books, reports and theses (by other researchers) citing my works: 291 (since 1988)


List of Citing Papers, Books, Reports and Theses

From the database of the Institute for Scientific Information and other sources, I have compiled  a list of research papers, books, reports and theses that have cited articles authored (or co-authored) by me.  


Journals and Impact Factors

Below is a list of journals in which papers have appeared or have been accepted for publication. 

To provide a rough idea of how widely a journal is read and cited, its 2008 and 2009 impact factors (IF) (if any, as calculated by the Institute for Scientific Information) are given. The impact factor of a journal in a given year is calculated in accordance with the formula: (total no. of citations received in the IF year to the papers published by the journal during the previous two years) divided by (total no. of papers published by the journal during the previous two years).  E.g. (IF 2003 of a journal) is given by (total number of citations received in 2003 to papers published by the journal in 2001 and 2002) divided by (total number of papers published by the journal in 2001 and 2002).

While impact factors may provide us with an idea of the relative importance of a journal within its own research field, their use as an absolute indicator of the quality of a research paper must be taken with a grain of salt. Ultimately, the quality lies in the paper itself, not the journal. [A journal editor recently pointed out that it may be possible for a paper to receive numerous citations for the wrong reasons, such as because it contains a flaw (undetected during the reviewing process) criticised by many other articles!] The use of impact factors for comparing the quality of journals in different fields of knowledge is certainly a questionable exercise, as citing practices may vary from one research area to another. The article Impact Factors: Use and Abuse by M. Amin and M. Mabe that appeared in "Perspectives in Publishing" October 2000 issue, a newsletter published by Elsevier Science, may be of some interest here.

 Title of Journal
IF 2008
IF 2009
 Acta Mathematica Scientia 
0.222
0.328
 Acta Mechanica
1.297
1.137
 ASME-Journal of Applied Mechanics
1.065
0.915
 Analytical Sciences
1.735
1.526
 Applied Mathematical Modelling   (Top 25 articles) 0.931 1.375
 Applied Mathematics and Computation    (Top 25 articles)
 0.961 1.124
 Applied Numerical Mathematics (Top 25 articles)
 0.952 1.279
 Applied Physics A-Materials Science and Processing
1.884
1.595
 Australasian Physical and Engineering Sciences in Medicine
 0.434
0.631
 Building Research Journal (a journal of the Slovak Academy of Sciences)
.
CMES: Computer Modeling in Engineering and Sciences
 4.785
 Communications in Numerical Methods in Engineering
0.756
0.595
 Computers  in Biology and Medicine
 1.272 1.269
 Engineering Analysis with Boundary Elements  (Top 25 articles)
1.096
1.531
 Engineering Computations
0.488
0.651
 Engineering Fracture Mechanics 
1.713
1.447
European Journal of Mechanics-A/Solids 1.674
 1.815
 International Journal for Numerical Methods in Engineering
2.229
2.025
 International Journal of Computer Mathematics
0.308
0.478
 International Journal of Engineering Science  (Top 25 articles)
1.366
1.360
 International Journal of Fracture 
1.147
0.804
 International Journal of Nanoscience

 International Journal of Solids and Structures
1.809
1.809
 Journal of Australian Mathematical Society (Applied Maths)
(new name: ANZIAM Journal)
0.380
0.286
 Journal of the Chinese Institute of Engineers
0.227
0.219
 Journal of Computational and Applied Mathematics
1.048
1.292
 Journal of Elasticity
1.277
1.091
 Journal of Engineering Mathematics
 0.690 0.691
 Mathematics and Mechanics of Solids 
0.682
1.065
 Numerical Methods for Partial Differential Equations
 0.962 1.196
 Optics Express
 3.880 3.278
 Quarterly of Applied Mathematics
0.769
0.958
 Solid Mechanics Archives (Last issue was published around 1990)
.
 Southeast Asia Bulletin of Mathematics
.


Conferences

Papers were published in the proceedings of the following conferences:

  1. 17th IMACS World Congress on Scientific Computation, Applied Mathematics and Simulation, Ecole Centrale de Lille, France, July 11-15, 2005.
  2. 1st International Conference of Computational Methods, 2004, National University of Singapore, Singapore.
  3. 1st International Conference "From Scientific Computing to Computational Engineering" (1st IC-SCCE), 2004, University of Patras, Greece.
  4. 4th International Conference on Boundary Element Techniques, 2003, University of Granada, Spain.
  5. 3rd International Conference on Boundary Element Techniques, 2002, Tsinghua University, China
  6. 22nd World Conference on the Boundary Element Method, 2000, Cambridge University, UK 
  7. 29th Annual Iranian Mathematical Conference, Amirkabir University of Technology, Tehran, Iran, 28-31 March 1998
  8. First UK Conference on Boundary Integral Methods, 1997, University of Leeds, UK
  9. 19th World Conference on the Boundary Element Method, 1997, Universita ``La Sapienza'' di Roma, Rome, Italy
  10. 18th World Conference on the Boundary Element Method, 1996, University of Minho, Braga, Portugal
  11. 1st Pan-Pacific Conference on Computational Engineering, 1993, Korea Advanced Institute of Science and Technology, Seoul, Korea
  12. 2nd Computational Techniques and Applications Conference, 1985,University of Melbourne, Australia
  13. 1st Boundary Element Technology Conference, 1985, South Australian Institute of Technology, Adelaide, Australia

Topics

Papers are categorised according to the topics below. If a paper falls into two or more categories or subcategories, it is listed under only one category or subcategory that best describes the paper.

Boundary Element Method

Work on Boundary Element Method (BEM) may be subcategorised as below.

Complex Variable BEM

  • W. T. Ang, Numerical solution of a linear elliptic partial differential equation with variable coefficients: a complex variable boundary element approach, Numerical Methods for Partial Differential Equations (accepted October 2010).
  • W. T. Ang, A note on the CVBEM for the Helmholtz equation or its modified form, Communications in Numerical Methods in Engineering 18 (2002) 599-604.
  • Y. S. Park, W. T. Ang and Ilwon Kang, A complex variable boundary element method for antiplane stress analysis in an elastic body with spatially varying shear modulus, BEM XXII-Proceedings of the 22nd World Conference on the Boundary Element Method, Cambridge University, UK, September 2000, edited by C. A. Brebbia and H. Power (pp 93-100).
  • 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.
  • 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 .
  • 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 (an invited paper in a special issue on the BEM).
  • W. T. Ang, D. L. Clements and M. Dehghan, CVBEM for a class of linear crack problems, Mathematics and Mechanics of Solids 5 (2000) 369-391.
  • W. T. Ang and Y. S. Park, A complex variable boundary element method for an exterior boundary value problem governed by an elliptic partial differential equation, SEA Bulletin of Mathematics 23 (1999) 541-549.
  • 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.
  • W. T. Ang, A complex variable boundary element method for two-dimensional elliptic boundary value problems, Invited lecture at the 29th Annual Iranian Mathematical Conference, Amirkabir University of Technology, Tehran, Iran, 28-31 March 1998.

BEM for Thermoelastic Problems

  • W. T. Ang, D. L. Clements and T. Cooke, A boundary element method for generalized plane thermoelastic deformations of anisotropic elastic media, Mathematics and Mechanics of Solids 4 (1999) 307-320.
  • 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.
  • W. T. Ang, D. L. Clements and T. Cooke, A boundary element method for plane thermoelastic deformations of elastic media, BEM XVIII Proceedings of the 18th World Conference on the Boundary Element Method, 1996, University of Minho, Braga, Portugal, edited by C. A. Brebbia, J. B. Martins, M. H. Aliabadi and N. Haie (pp 95-103).

Green's Functions and BEM for Cracks

  • W. T. Ang and L. Athanasius, A boundary integral approach for plane analysis of electrically semi-permeable planar cracks in a piezoelectric solid, Engineering Analysis with Boundary Elements 35 (2011) 647-656.
  • L. Athanasius, W. T. Ang and I. Sridhar, Numerical Green's functions for some electroelastic crack problems, Engineering Analysis with Boundary Elements 33 (2009) 778-788..
  • 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. (An invited paper in the special issue Green's Functions of Advanced Systems in Engineering Mechanics and Related Fields.)
  • 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.
  • 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.
  • 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.
  • 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.
  • W. T. Ang and D. L. Clements, A boundary integral method for the calculation of the crack tip stress intensity factors, CTAC 85- Proceedings of the 2nd Computational Techniques and Applications Conference, 1985,University of Melbourne, Australia, edited by J. Noye and R. May (pp 683-692).
  • W. T. Ang and D. L. Clements, Boundary integral equations for the calculation of stress fields around cracks in anisotropic materials, BETECH 85-Proceedings of the 1st Boundary Element Technology Conference, 1985, South Australian Institute of Technology, Adelaide, Australia, edited by C. A. Brebbia and B. J. Noye (pp 83-90).

BEM for Inhomogeneous Media

  • B. I. Yun and W. T. Ang, A dual-reciprocity boundary element simulation of axisymmetric dual-phase-lag heat conduction in nonhomogeneous media, CMES: Computer Modeling in Engineering and Sciences 65 (2010) 217-244.
  • B. I. Yun and W. T. Ang, A dual-reciprocity boundary element approach for axisymmetric nonlinear time-dependent heat conduction in a nonhomogeneous solid, Engineering Analysis with Boundary Elements 34 (2010) 697-706.
  • W. T. Ang and D. L. Clements, Nonlinear heat equation for nonhomogeneous anisotropic materials: a dual-reciprocity boundary element solution, Numerical Methods for Partial Differential Equations 26 (2010) 771-784.
  • 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. 
  • 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.
  • H. Abdullah, D. L. Clements and W. T. Ang, A boundary element method for the solution of a class of heat conduction problems for inhomogeneous media, Engineering Analysis with Boundary Elements 11 (1993) 313-318.

BEM for Contact Problems

  • 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.
  • W. T. Ang, I. Sridhar and D. L. Clements, A boundary integral formulation for the indentation of an anisotropic bi-layered elastic slab, Proceedings of the 1st International Conference of Computational Methods, National University of Singapore, Singapore, December 15-17, 2004.

Heat Transfer in Human Eye

  •  E. H. Ooi, W. T. Ang and E. Y. K. Ng, A boundary element model for investigating the effects of eye tumor on the temperature distribution inside the human eye,  Computers in Biology and Medicine 39 (2009) 667-677.
  • 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.
  • 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.

Hypersingular Integral Formulations for Crack Problems

  • L. Athanasius, W. T. Ang and I. Sridhar, Electro-elastostatic analysis of multiple cracks in an infinitely long piezoelectric strip: a hypersingular integral approach, European Journal of Mechanics-A/Solids 29 (2010) 410-419.
  • 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.
  • W. T. Ang and D. L. Clements, Hypersingular integral equations for periodic arrays of planar cracks in a periodically layered anisotropic elastic space under antiplane shear stress, Acta Mathematica Scientia 19(1999) 343-355.
  • 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.
  • W. T. Ang, D. L. Clements and T. Cooke, A hypersingular boundary integral equation for a class of antiplane multiple crack problems for inhomogeneous elastic materials, Communications in Numerical Methods in Engineering 15 (1999) 183-191.
  • W. T. Ang, Hypersingular integral equations for cracks in an anisotropic multilayered half-space under antiplane shear stress, SEA Bulletin of Mathematics 22 (1998) 351-362.
  • 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.
  • W. T. Ang, D. L. Clements and T. Cooke, A hypersingular boundary integral equation for a class of antiplane crack problems for inhomogeneous elastic materials, Proceedings of the First UK Conference on Boundary Integral Methods, 1997, University of Leeds, UK, edited by L. Elliots, D. B. Ingham and D. Lesnic (pp 12-18).
  • W. T. Ang, A hypersingular-boundary integral equation method for cracks in an anisotropic elastic half-space with a partly irregular boundary, BEM XIX-Proceedings of the 19th World Conference on the Boundary Element Method, 1997, Universita ``La Sapienza'' di Roma, Rome, Italy, edited by M. Marchetti, C. A. Brebbia and M. H. Aliabadi (pp 339-347).
  • W. T. Ang and Y. S. Park, Stresses around a periodic array of planar cracks in an anisotropic bimaterial, International Journal of Engineering Science 34 (1996) 1457-1466.
  • W. T. Ang and A. B. Gumel, Multiple interacting planar cracks in an anisotropic multilayered medium under an antiplane shear stress: a hypersingular integral approach, Engineering Analysis with Boundary Elements 18 (1996) 297-303.
  • W. T. Ang and D. L. Clements, A periodic array of staggered planar cracks in an anisotropic medium, Engineering Fracture Mechanics 53 (1996) 941-946.
  • W. T. Ang and D. L. Clements, Hypersingular integral equations for multiple interacting planar cracks in an elastic layered material under antiplane shear stresses, Engineering Analysis with Boundary Elements 16 (1995) 289-295.
  • W. T. Ang, A hypersingular-boundary integral equation method for a class of multiple interacting crack problems, PCCE 93-Proceedings of the 1st Pan-Pacific Conference on Computational Engineering, 1993, Korea Advanced Institute of Science and Technology, Seoul, Korea, edited by B. M. Kwak and M. Tanaka (pp 31-36).
  • W. T. Ang and G. P. Noone, Arbitrarily-located multiple planar cracks in an elastic slab under antiplane shear stresses: a hypersingular integral formulation, International Journal of Engineering Science 31 (1993) 263-269.
  • W. T. Ang and G. P. Noone, A hypersingular boundary integral equation method for the solution of a multiple interacting crack problem, Engineering Analysis with Boundary Elements 11 (1993) 33-37.
  • 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.
  • W. T. Ang and G. P. Noone, Coplanar cracks in a finite rectangular anisotropic elastic slab under antiplane shear stresses: a hypersingular integral formulation, Engineering Fracture Mechanics 45 (1993) 431-437.
  • W. T. Ang, Two coplanar cracks in a transversely isotropic elastic slab subjected to antiplane shear stresses, Acta Mathematica Scientia 11 (1991) 32-38.
  • W. T. Ang, A pair of arbitrarily-oriented coplanar cracks in an anisotropic elastic slab, Journal of Australian Mathematical Society B32 (1991) 284-295.
  • W. T. Ang, Static stresses in a periodically layered anisotropic material containing a periodic array of plane cracks, Acta Mechanica 86 (1991) 193-200.

Cracks in Anisotropic Media

  • W. T. Ang, An arbitrarily-oriented plane crack in an anisotropic elastic slab, Engineering Fracture Mechanics 32 (1989) 965-972.
  • W. T. Ang, Magnetic stresses in an anisotropic soft ferromagnetic material with a crack, International Journal of Engineering Science 27 (1989) 1519-1526.
  • 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.
  • W. T. Ang, A cracked anisotropic elastic slab, International Journal of Engineering Science 26 (1988) 277-283.
  • W. T. Ang, An anisotropic layered material with a crack, Acta Mechanica 72 (1988) 297-308.
  • W. T. Ang, Transient response of a crack in an anisotropic strip, Acta Mechanica 70 (1987) 97-109.

Analysis of Inhomogeneous Media

  • D. L. Clements and W. T. Ang, On some contact problems for inhomogeneous anisotropic elastic materials, International Journal of Engineering Science 47 (2009) 1149-1162. (Invited paper in “Mechanics, Mathematics and Materials”-special issue in memory of Professor A.J.M. Spencer FRS.)
  • W. T. Ang, I. V. Singh and M. Tanaka, An axisymmetric heat conduction model for a multi-material cylindrical system with application to analysis of carbon nanotube based composites, International Journal of Engineering Science 45 (2007) 22-33..
  • D. L. Clements and W. T. Ang, On a generalised plane strain crack problem for inhomogeneous anisotropic elastic materials, International Journal of Engineering Science 44 (2006) 273-284.
  • W. T. Ang, A mode III crack in an inhomogeneous material, Building Research Journal 52 (2004) 157-167. (BRJ is a journal of the Slovak Academy of Sciences.)
  • 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.
  • W. T. Ang and D. L. Clements, On some crack problems for inhomogeneous elastic materials, International Journal of Solids Structures 23 (1987) 1089-1104.
  • W. T. Ang, A penny-shaped crack in an inhomogeneous elastic material under axisymmetric torsion, Solid Mechanics Archives 12 (1987) 391-422.

Partial Differential Equations in Engineering and Physical Sciences

  • 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.
  • 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.
  • W. T. Ang, A numerical method for the wave equation subject to a non-local conservation condition, Applied Numerical Mathematics 56 (2006) 1054-1060.
  • W. T. Ang, Numerical solution of a non-classical parabolic problem: an integro-differential approach, Applied Mathematics and Computation 175 (2006) 969-979. .
  • W. T. Ang, Numerical solution of the heat equation with constrained energy, Proceedings of the 17th IMACS World Congress on Scientific Computation, Applied Mathematics and Simulation, Ecole Centrale de Lille, France, July 11-15, 2005.
  • W. T. Ang and K. K. Choo, A dual-reciprocity boundary element method for anisotropic heat conduction in inhomogeneous solids, Proceedings of the 1st International Conference "From Scientific Computing to Computational Engineering" (1st IC-SCCE),  University of Patras, Greece, 8-10 September 2004, edited by D. T. Tsahalis (in CD-ROM).
  • W. T. Ang, A time-stepping dual-reciprocity boundary element method for anisotropic heat diffusion subject to specification of energy, Applied Mathematics and Computation 162 (2005) 661-678.
  • 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.
  • 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.
  • W. T. Ang, A Laplace transformation dual-reciprocity boundary element method for a class of two-dimensional microscale thermal problems, Engineering Computations: International Journal of Computer-Aided Engineering and Software 19 (2002) 467-478.
  • W. T. Ang, A time-stepping dual-reciprocity boundary element method for the numerical solution of a semi-linear heat equation with an over-specification of temperature, Proceedings of the 3rd International Conference on Boundary Element Techniques, Tsinghua University, 10-12 September, 2002, edited by Z. Yao and M. H. Aliabadi, Tsinghua University Press and Springer-Verlag, pp 371-376 (invited paper).
  • W. T. Ang, K. C. Ang and M. Dehghan, The determination of a control parameter in a two-dimensional diffusion equation using a dual-reciprocity boundary element method, International Journal of Computer Mathematics80 (2003) 65-74.
  • W. T. Ang and A. B. Gumel, A boundary integral method for the three-dimensional heat equation subject to specification of mass, Journal of Computational and Applied Mathematics 135 (2001) 303-311.
  • 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.
  • W. T Ang, A boundary integral equation method for the two-dimensional diffusion equation subject to a nonlocal condition, Engineering Analysis with Boundary Elements 25 (2001) pp1-6.
  • 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.

Imperfect Interfaces

  • W. T. Ang, A hypersingular boundary integral formulation for heat conduction across a curved imperfect interface, Communications in Numerical Methods in Engineering 24 (2008) 841-851.
  • 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.
  • 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.
  • W. T. Ang and H. Fan, A hypersingular boundary integral formulation for heat conduction across an imperfect interface, Advances in Boundary Element Techniques IV (Proceedings of the 4th International Conference on Boundary Element Techniques), University of Granada, Spain, July 15-17, 2003, edited by R. Gallego and M. H. Aliabadi (pp 267-274).
  • 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.
  • 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: International Journal for Computer-Aided Engineering and Software 21 (2004) 529-539.

Miscellaneous

  • 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.
  • Z. W. Zheng, I. Sridhar, K. L. Johnson and W. T. Ang, Adhesion between an AFM probe and an incompressible elastic film, International Journal of Nanoscience 3 (2004) 599-608.
  • 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.
  • 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).
  • 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.
  • W. T. Ang, An integral equation for flows past a slender body in a domain between two parallel walls, Engineering Analysis with Boundary Elements 13 (1994) 223-228.
  • D. L. Clements and W. T. Ang, Stress intensity factors for the circular annulus crack, International Journal of Engineering Science 26 (1988) 325-329.