Search Results - "Sze, K. Y."

Extended layerwise method for laminated composite plates with multiple delaminations and transverse cracks by Li, D. H., Zhang, X., Sze, K. Y., Liu, Y.

“…In this paper, the extended layerwise method (XLWM), which was developed for laminated composite beams with multiple delaminations and transverse cracks (Li et…”
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An explicit material point finite element method for hyper-velocity impact by Zhang, X., Sze, K. Y., Ma, S.

“…In this paper, an explicit material point finite element (FE) method is proposed and a computer code EMPFE‐3D is developed for simulating hyper‐velocity…”
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The incremental harmonic balance method for nonlinear vibration of axially moving beams by Sze, K.Y., Chen, S.H., Huang, J.L.

“…In this paper, the incremental harmonic balance (IHB) method is formulated for the nonlinear vibration analysis of axially moving beams. The Galerkin method is…”
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Multidimensional Lindstedt–Poincaré method for nonlinear vibration of axially moving beams by Chen, S.H., Huang, J.L., Sze, K.Y.

“…The multidimensional Lindstedt–Poincaré (MDLP) method is extended to the nonlinear vibration analysis of axially moving systems. Galerkin method is used to…”
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Measurement agreement between a newly developed sensing insole and traditional laboratory-based method for footstrike pattern detection in runners by Cheung, Roy T H, An, Winko W, Au, Ivan P H, Zhang, Janet H, Chan, Zoe Y S, Man, Alfred, Lau, Fannie O Y, Lam, Melody K Y, Lau, K K, Leung, C Y, Tsang, N W, Sze, Louis K Y, Lam, Gilbert W K

“…This study introduced a novel but simple method to continuously measure footstrike patterns in runners using inexpensive force sensors. Two force sensing…”
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Popular benchmark problems for geometric nonlinear analysis of shells by Sze, K.Y., Liu, X.H., Lo, S.H.

“…In most, if not all, of the previous work on finite element formulation and nonlinear solution procedures, results of geometric nonlinear benchmark problems of…”
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A new radial basis function for Helmholtz problems by Lin, J., Chen, W., Sze, K.Y.

“…In this paper, a new radial basis function (RBF) is proposed to solve Helmholtz problems in the traditional collocation method. Since the matrix equation…”
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Four- and eight-node hybrid-Trefftz quadrilateral finite element models for helmholtz problem by Sze, K.Y., Liu, G.H., Fan, H.

“…In this paper, four- and eight-node quadrilateral finite element models which can readily be incorporated into the standard finite element program framework…”
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A corotational interpolatory model for fabric drape simulation by Liu, X. H., Sze, K. Y.

“…Fabric drapes are typical large displacement, large rotation but small strain problems. In particle models for fabric drape simulation, the fabric deformation…”
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A hyperbolic perturbation method for determining homoclinic solution of certain strongly nonlinear autonomous oscillators by Chen, S.H., Chen, Y.Y., Sze, K.Y.

“…A hyperbolic perturbation method is presented for determining the homoclinic solution of certain strongly nonlinear autonomous oscillators of the form x ¨ + c…”
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Myocardial fibrosis and QTc are reduced following treatment with spironolactone or amiloride in stroke survivors: A randomised placebo-controlled cross-over trial by Wong, K.Y.K, Wong, S.Y.S, McSwiggan, S, Ogston, S.A, Sze, K.Y.S, MacWalter, R.S, Struthers, A.D

“…Abstract Introduction Myocardial fibrosis is dysrhythmogenic and may contribute to the high incidence of cardiac death in stroke survivors, especially if they…”
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Two- and three-dimensional transition element families for adaptive refinement analysis of elasticity problems by Wu, D., Sze, K. Y., Lo, S. H.

“…In this paper, new enhanced assumed strain (EAS) and hybrid stress transition element families are developed for 2D and 3D adaptive refinement analysis of…”
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Polygonal finite element method for nonlinear constitutive modeling of polycrystalline ferroelectrics by Sze, K.Y., Sheng, N.

“…In meso-mechanistic analyses, crystal grains are often idealized as polygons. Presuming that each grain possesses its own unique and uniform crystallographic…”
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Correcting power-law viscoelastic effects in elastic modulus measurement using depth-sensing indentation by Ngan, A.H.W., Wang, H.T., Tang, B., Sze, K.Y.

“…The standard Oliver–Pharr method for measuring the elastic modulus by depth-sensing indentation makes use of the unloading response of the material as it is…”
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An eight-node hybrid-stress solid-shell element for geometric non-linear analysis of elastic shells by Sze, K. Y., Chan, W. K., Pian, T. H. H.

“…This paper presents eight‐node solid‐shell elements for geometric non‐linear analysis of elastic shells. To subdue shear, trapezoidal and thickness locking,…”
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Four‐node tetrahedral elements for gradient‐elasticity analysis by Sze, K. Y., Yuan, W. C., Zhou, Y. X.

“…Summary Computational analyses of gradient‐elasticity often require the trial solution to be C1 yet constructing simple C1 finite elements is not trivial. This…”
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Universal three-dimensional connection hexahedral elements based on hybrid-stress theory for solid structures by Wu, D., Lo, S. H., Sheng, N., Sze, K. Y.

“…High‐performance hybrid‐stress hexahedral solid elements are excellent choices for modeling joints, beams/columns walls and thick slabs for building structures…”
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A hyperbolic Lindstedt-Poincare method for homoclinic motion of a kind of strongly nonlinear autonomous oscillators by Chen, Y. Y., Chen, S. H., Sze, K. Y.

“…A hyperbolic Lindstedt-Poincare method is presented to determine the homoclinic solutions of a kind of nonlinear oscillators, in which critical value of the…”
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MODELLING SMART STRUCTURES WITH SEGMENTED PIEZOELECTRIC SENSORS AND ACTUATORS by SZE, K.Y., YAO, L.Q.

“…In this paper, a number of finite element models have been developed for comprehensive modelling of smart structures with segmented piezoelectric sensing and…”
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Effective modulus of polycrystalline aggregates in different geometrical configurations by Fan, H., Xie, X.M., Sze, K.Y.

“…In the present study, a finite element scheme with random distribution strategy is employed to systematically investigate the modulus difference of…”
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