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Hsi-Hung Chang
Observed name:
H.-H. Chang
Observed institutions:
National Center for Research on Earthquake Engineering,
National Institutes of Applied Research,
Academia Sinica,
National Cheng Kung University
OpenAlex ID:
A5112121671
Torsion of cylindrically orthotropic elastic circular bars with radial inhomogeneity: some exact solutions and end effects
2007
·
Jiann-Quo Tarn
, Hsi-Hung Chang
·
International Journal of Solids and Structures
·
38
A circular elastic cylinder under its own weight
2009
·
Jiann-Quo Tarn
, Wei-Der Tseng
, et al.
·
International Journal of Solids and Structures
·
27
Three-Dimensional Elasticity Solutions for Rectangular Orthotropic Plates
2011
·
Hsi-Hung Chang
, Jiann-Quo Tarn
·
Journal of Elasticity
·
18
Axisymmetric Deformation of a Transversely Isotropic Cylindrical Body: A Hamiltonian State-Space Approach
2009
·
Jiann-Quo Tarn
, Hsi-Hung Chang
, et al.
·
Journal of Elasticity
·
18
A state space approach for exact analysis of composite laminates and functionally graded materials
2006
·
Hsi-Hung Chang
, Jiann-Quo Tarn
·
International Journal of Solids and Structures
·
18
PDF
A Hamiltonian State Space Approach for 3D Analysis of Circular Cantilevers
2010
·
Jiann-Quo Tarn
, Hsi-Hung Chang
, et al.
·
Journal of Elasticity
·
15
Extension, Torsion, Bending, Pressuring, and Shearing of Piezoelectric Circular Cylinders with Radial Inhomogeneity
2005
·
Jiann-Quo Tarn
, Hsi-Hung Chang
·
Journal of Intelligent Material Systems and Structures
·
15
A refined state space formalism for piezothermoelasticity
2008
·
Jiann-Quo Tarn
, Hsi-Hung Chang
·
International Journal of Solids and Structures
·
11
PDF
A Hamiltonian state space approach to anisotropic elasticity and piezoelasticity
2013
·
Jiann-Quo Tarn
, Hsi-Hung Chang
·
Acta Mechanica
·
7
A state space formalism and perturbation method for generalized thermoelasticity of anisotropic bodies
2006
·
Hsi-Hung Chang
, Jiann-Quo Tarn
·
International Journal of Solids and Structures
·
4
Effective Lengths of Tensile and Torsional Specimens of Piezoelectric Materials
2006
·
J.-Q. Tarn
, H.-H. Chang
·
Journal of Mechanics
·
4
PDF
On Two Variational Principles for the Natural Vibrations of Elastic Bodies
1957
·
Hsi-Hung Chang
·
Acta Mechanica Sinica
·
1
An Approach for Integration of RTM Process Simulation
2022
·
Hsun Yang
, Hsi-Hung Chang
, et al.
·
SAE technical papers on CD-ROM/SAE technical paper series
Elastic Properties of Self-Supported Circular Thin Copper Films Calculated from Equilibrium Thermal Vibration
2011
·
Hsi-Hung Chang
, Chi-Chuan Hwang
, et al.
·
Journal of Nanoscience and Nanotechnology
Notice of Retraction: A Hamiltonian state space formalism for cylindrically anisotropic elasticity
2010
·
Hsi-Hung Chang
·
International Conference on Mechanical and Electronics Engineering
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Works count:
15
Citation count:
176
H-index:
8
I10-index:
8
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