Institute of High Performance Computing

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People

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Engineering Mechanics (EM)

Dr. Jerry QUEK Siu Sin

Dr. Jerry QUEK Siu Sin


Research Interests:

  • Computational mechanics
  • Dislocation dynamics
  • Level-set method
  • Quantum dot / thin film evolution

Qualifications:

  • Ph. D., National University of Singapore, Singapore, 2004
  • B. Eng (Hon), National University of Singapore, Singapore, 1999

Published Journals/ Articles:

Journals

    • S.S. Quek, R. Ahluwalia and D.J. Srolovitz, Deconstructing the high temperature deformation of phase-separating alloys, Modelling and Simulation in Materials Science and Engineering 21, 075011, 2013.
    • S.S. Quek, Y. Xiang and D.J. Srolovitz, Loss of interface coherency around a misfitting spherical inclusion, Acta Materialia 59, 5398-5410, 2011.
    • S.S. Quek, Y.W. Zhang, Y. Xiang and D.J. Srolovitz, Dislocation cross-slip in heteroepitaxial multilayer films, Acta Materialia 58, 226-234,2010.
    • Q.X. Pei, S.S. Quek, J.Y. Guo, C. Lu, Elastic fields in quantum dots arrays: A three-dimensional finite element study, Engineering Analysis with Boundary Elements 32, 309-317, 2008.
    • S.S. Quek, Z. Wu, Y.W. Zhang, Y. Xiang and D.J. Srolovitz, Dislocation junctions as barriers to threading dislocation migration, Applied Physics Letters 90, 011905, 2007.
    • S.S. Quek, Y. Xiang, Y.W. Zhang, D.J. Srolovitz and C. Lu, Level set simulation of dislocation dynamics in thin films, Acta Materialia 54, 2371-2381, 2006.
    • S.S. Quek and G.R. Liu, Simulation of surface evolution of quantum dot using meshfree approximation, Thin Solid Films 479, 297-309, 2004.
    • S.S. Quek and G.R. Liu, Effects of elastic anisotropy on the self-organized ordering of quantum dot superlattices, Nanotechnology 14, 752–764, 2003.
    • G.R. Liu and S. S. Quek, A finite element study of the stress and strain fields of InAs quantum dots embedded in GaAs, Semiconductor Science and Technology 17, 630- 643, 2002.
    • G.R. Liu and S.S. Quek, A non-reflecting boundary for analyzing wave propagation using the finite element method, Finite Elements in Analysis and Design 39, 403-417, 2003.

Book(s)

    • G.R. Liu and S.S. Quek, The Finite Element Method - A Practical Course (2nd Ed.), Butterworth-Heinemann, 2013.
    • G.R. Liu and S.S. Quek, The Finite Element Method – A Practical Course, Butterworth-Heinemann, 2003.

This page is last updated at: 16-OCT-2013