The Journal of Materials Science publishes reviews, full-length papers, and short Communications recording original research results on, or techniques for studying the relationship between structure, properties, and uses of materials. The subjects are seen from international and interdisciplinary perspectives covering areas including metals, ceramics, glasses, polymers, electrical materials, composite materials, fibers, nanostructured materials, nanocomposites, and biological and biomedical materials. The Journal of Materials Science is now firmly established as the leading source of primary communication for scientists investigating the structure and properties of all engineering materials

The Journals reports principally the achievements of materials science and engineering all over the world, putting the stress on the original research papers, review articles invited by editor, letters, research notes with novelty as well as brief of scientific achievement, covering a broad spectrum of materials science and technology, encompassing:

• metallic materials 
• inorganic nonmetallic materials 
• composite materials


committee

Members

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Yang Gao

professor

  • Elasticity and defects of concerning mechanical/physical behavior of heterogeneous material, taking into account the interaction among multi-physics phenomena
  • Exact theories and fracture analysis of beams, plate and shell in coupling fields (e.g., mechanical, thermal, electrical, magnetic, etc.)
  • Fundamental problems in quasicrystal media (e.g., boundary value problem, crack, dislocation and inclusion problem, etc.)
  • Mechanics of quasicrystal media and mechanical/physical phenomena related to surface/interface/interphase
  • Some direct and systematic methods of mathematical physics and function theory (e.g., displacement function, stress function, Green function, holomorphic vector function, etc.)

 

  • 2009 – 2011: Alexander von Humboldt Research Fellowship, Germany
  • 2010:             Natural Science Award of Liaoning Province, third prize, China
  • 2011              Natural Science Award of Liaoning Province, third prize, China
  • 2013:             New Century Excellent Talents in University, China
  • 2013:             Dabeinong Excellent Young Scholars, China

Journal Editorial Activities

  • Editorial Board, International Journal of Mechanics Research
  • Editorial Board, Modern Physics
  • Editorial Board, Journal of Electrical Engineering

Society Membership

  • Fellow of CSTAM (Chinese Society of Theoretical and Applied Mechanics)
  • Member of BSTAM (Beijing Society of Theoretical and Applied Mechanics)
  • Over 100 technical publications in Journals
  • Over 20 invited lectures since 2007

    Doctoral dissertation

    Gao Y. (Supervised by Wang M. Z.) (2004): The Refined Theory and the Decomposed Theorem of Multi-field-coupling Beams of Rectangular Cross-section. Peking University. (in Chinese)

    A) Books/Book Chapter

  • Gao Y. (in press): Boundary conditions for beam bending in two-dimensional quasicrystals with crystal rotational symmetry. In: Quasicrystals Types, Systems, and Techniques, Beth E. Puckermann (Ed.), New York: Nova Publishers, 175-188.
  • Gao, Y., Xu, B. X. and Zhao, B. S. (2008): The exact theories of rectangular beams based on linear elasticity. In: Applied Mathematical Modeling, Eetu N. Virtanen(Ed.), New York: Nova Science Publishers, 185-220.
  • Fu, Z. Y., Xu, C. H., Zhang, L. N., Zhou, Z. and Gao, Y. (2006): Guide to Mechanics of Materials. Beijing. China Agricultural University Press. (in Chinese)
  • B) Articles in journals

    In 2017

  • Yang L. Z., Li Y., Gao Y.*, Pan E and Waksmanski N.. Three-dimensional exact electric-elastic analysis of a multilayered two-dimensional decagonal quasicrystal plate subjected to patch loading. Composite Structures, 2017, 171, 198-216.
  • Wu D., Yang L. Z. and Gao, Y.*. Three-dimensional Green’s functions of thermoporoelastic axisymmetric cones. Applied Mathematical Modelling, 2017, 42, 315-329.
  • Wu D., Zhang L. L., Xu W. S., Yang L. Z. and Gao, Y. *. Electroelastic Green’s function of one-dimensional piezoelectric quasicrystals subjected to multi-physics loads. Journal of Intelligent Material Systems and Structures, 2017, 28 (12), 1651-1661.
  • Xu W. S., Wu D. and Gao, Y.*. Fundamental elastic field in an infinite plane of two-dimensional piezoelectric quasicrystal subjected to multi-physics loads. Applied Mathematical Modelling, 2017, 52, 186-196.

    In 2016
     
  • Zhang L. L., Wu D., Xu W. S., Yang L. Z., Ricoeur A., Wang, Z. B. and Gao Y.. Green's functions of one-dimensional quasicrystal bi-material with piezoelectric effect. Physics Letters A, 2016, 380, 3222-3228.
  • Yang L. Z., Zhang L. L., Yu L. Y., Wang M. Z. and Gao Y.. An improved displacement boundary condition of piezoelectric cantilever beams. ZAMM-Zeitschrift fur Angewandte Mathematik und Mechanik, 2016, 96 (1), 67-77.
  • Waksmanski N., Pan E., Yang L. Z. and Gao Y.. Harmonic response of multilayered one-dimensional quasicrystal plates subjected to patch loading. Journal of Sound and Vibration, 2016, 375, 237-253.
  • Wu D., Li X. Y., Yu L. Y., Zhao B. S. and Gao Y.. A refined theory of axisymmetric poroelastic circular cylinder. Acta Mechanica Solida Sinica, 2016, 29 (5), 527–535.

    In 2015
     
  • Gao Y., Yu L. Y., Yang L. Z. and Zhang L. L.. The refined theory of 2D quasicrystal deep beams based on elasticity of quasicrystals. Structural Engineering and Mechanics, 2015, 53 (3), 411-427.
  • Sun Z. D., Yang L. Z. and Gao Y.. The displacement boundary conditions for Reddy higher-order shear cantilever beam theory. Acta Mechanica, 2015, 226 (5) 1359-1367.
  • Wu D., Yu L. Y., Zhao B. S., Yang L. Z. and Gao Y.. The exact theory of axisymmetric electro-magneto-thermo-elastic circular cylinder. Journal of Intelligent Material Systems and Structures, 2015, 26 (7), 770-780.
  • Wu D., Yu L. Y., Zhao B. S. and Gao Y.. A refined theory of axisymmetric thermoporoelastic circular cylinder. European Journal of Mechanics A/solids, 2015, 53, 187-195.
  • Yang L. Z., Gao Y., Pan E and Waksmanski N.. An exact closed-form solution for a multilayered one-dimensional orthorhombic quasicrystal plate. Acta Mechanica, 2015, 226 (11), 3611-3621.
  • Sun Z. D. and Gao Y.. The displacement boundary conditions for trigonometric shear cantilever beam theory. Applied Mathematics and Mechanics, 36 (Suppl.), 36-43.
  • Huang F., Zhang Y. M. and Gao Y.. The analytic solution of the laminated one-dimensional hexagonal quasicrystal cantilever beam. Chinese Journal of Solid Mechanics, 2015, 36 (2), 123-128.

    In 2014
     
  • Yang L. Z., Gao Y., Pan E. and Waksmanski N.. An exact solution for a multilayered two-dimensional decagonal quasicrystal plate. International Journal of Solids and Structures, 2014, 51 (9), 1737-1749.
  • Yang L. Z., Zhang L. L. Song F. and Gao Y.. General solutions for three-dimensional thermoelasticity of two-dimensional hexagonal quasicrystals and an application. Journal of Thermal Stresses, 2014, 37 (3), 363-379.
  • Yang L. Z., Ricoeur A., He F. M. and Gao Y.. Finite size specimens with cracks of icosahedral Al-Pd-Mn quasicrystals. Chinese Physics B, 2014, 23 (5), 056102.
  • Wang M. Z, Xu B. X. and Gao Y.. On the assumptions of the generalized plane stress problem and the Filon average. Acta Mechanica, 2014, 225 (4-5), 1419-1427.
  • Waksmanski N., Pan E., Yang L. Z. and Gao Y.. Free vibration of a multilayered one-dimensional quasi-crystal plate. Journal of Vibration and Acoustics-Transactions of the ASME, 136 (4), 041019.
  • Zhang L. L., Yang L. Z., Yu L. Y. and Gao Y.. General solutions of thermoelastic plane problems of two-dimensional quasicrystals. Transactions of Nanjing University of Aeronautics and Astronautic, 2014, 31 (20), 132-136.
  • Wu D., Yu L. Y., Zhao B. S., Yang L. Z. and Gao Y.. The exact theory of axisymmetric electro-magneto-thermo-elastic circular cylinder. Journal of Intelligent Material Systems and Structures, 2014, 51 (9), 1737-1749.
  • Gao Y., Ricoeur A., Zhang L. L. and Yang L. Z.. Crack solutions and weight functions for plane problems in three-dimensional quasicrystals. Archive of Applied Mechanics, 2014, 84 (8), 1103-1115.
  • Yang L. Z., Zhang L. L., Yu L. Y., Shang L. G., Gao Y.* and Wang M. Z.. Comparative study on the conventional displacement boundary condition and the condition based on least squares method at the fixed end of cantilever beams. Journal of Zhejiang University-Science A, 2014, 48 (11), 15-21.
  • Yu L. Y., Zhang L. L., Shang L. G., Sun Z. D., Gao E. L., Jing W. Q. and Gao Y.*. Bending solution of functionally graded curved-beam. Engineering Mechanics, 2014, 31 (12), 4-10.
  • Yang L. Z., Gao Y., Pan E. and Waksmanski N.. Electric-elastic field induced by a straight dislocation in one-dimensional quasicrystals. Acta Physica Polonica A, 2014, 126 (2), 467-470.
  • Yang L. Z., He F. M. and Gao Y.. Finite element method for static problems of cubic quasicrystals. Acta Physica Polonica A, 2014, 126 (2), 471-473.

    In 2013
     
  • Xu B. X., Gao Y. and Wang M. Z.. Particle packing and the mean theory. Physics Letters A, 2013, 377 (3), 145-147.
  • Yang L. Z., Shang L. G., Gao Y. and Wang M. Z.. Further study on the refined theory of rectangle deep beams. Acta Mechanica, 2013, 224, 1999–2007.
  • Yang L. Z., Zhang L. L. Song F. and Gao Y.. General solutions for three-dimensional thermo-elasticity of two-dimensional hexagonal quasicrystals and an application. Journal of Thermal Stresses, in press
  • Yang L. Z., Zhang L. L. and Gao Y.. General solutions of plane problem in one-dimensional hexagonal quasicrystals. Applied Mechanics and Materials, 2013, 275-277, 101-104.

    In 2012
     
  • Gao Y. and Ricoeur A.. Three-dimensional analysis of a spheroidal inclusion in a two-dimensional quasicrystal body. Philosophical Magazine, 2012, 92 (34), 4334-4353.
  • Gao Y. and Ricoeur A.. Three-dimensional analysis of a spheroidal inclusion in a two-dimensional quasicrystal body. Philosophical Magazine, 2012, 92 (34), 4334-4353.
  • Gao Y. and Ricoeur A.. The refined theory of plane problems for one-dimensional quasicrystalline bodies. Journal of Applied Mechanics-Transactions of the ASME, 2012, 79 (1), 011004.
  • Gao Y., Zhao B. S. and Wang M. Z.. Thermoelasticity theory and the decomposed form of thick plates for extensional deformation. Acta Mechanica, 2012, 223 (4), 755-764.
  • Gao Y.. Lekhnitskii’s formalism of one-dimensional quasicrystals and its application. Pramana-Journal of Physics, 2012, 79 (2), 311-318.
  • Gao Y.. The decomposed form of the stress state for transversely isotropic beam bending based on elastic theory. ZAMM-Zeitschrift fur Angewandte Mathematik und Mechanik, 2012, 92 (9), 709-715.
  • Gao Y.. Singular problems of spherically uniform anisotropic piezoelectric solids. Advanced Materials Research, 2012, 415-417, 19-24.
  • Gao Y. and Xu B. X.. Stress and Mixed boundary conditions for bending and stretching of transversely isotropic elastic beams. Advanced Science Letters, 2012, 16 (1), 372-376.
  • Zhao B. S., Gao Y. and Zhao Y. T.. Boundary conditions for axisymmetric circular cylinder in one-dimensional hexagonal quasicrystals. Archive of Applied Mechanics, 2012, 82 (5), 605-614.
  • Zhao Y. T., Gao Y. and Wang M. Z.. Inhomogeneity problem with a sliding interface under remote shearing stress. Science China: Physics, Mechanics and Astronomy, 2012, 55 (11), 2122-2127.
  • Zhao B. S., Zhao Y. T. and Gao Y.. The decomposed theorem of torsional circular shaft with two-dimensional dodecagonal quasicrystal. Advanced Materials Research, 2012, 341-342, 1-5.

    In 2011
     
  • Gao Y. and Ricoeur A.. Three-dimensional Green's functions for two-dimensional quasicrystal bimaterials. Proceedings of the Royal Society A, 2011, 467 (2133), 2622-2642.
  • Gao Y., Ricoeur A. and Zhang L.. Plane problems of cubic quasicrystal media with an elliptic hole or a crack. Physics Letters A, 2011, 375 (28-29), 2775-2781.
  • Gao Y. and Ricoeur A.. The refined theory of one-dimensional quasicrystals in thick plate structures. Journal of Applied Mechanics–Transactions of the ASME, 2011, 78 (3), 031021.
  • Gao Y.. Decay conditions for 1D quasicrystal beams. IMA Journal of Applied Mathematics, 2011, 76 (4), 599-609.
  • Gao Y. and Shang L. G.. Governing equations and general solutions of plane elasticity of two-dimensional decagonal quasicrystals. International Journal of Modern Physics B, 2011, 25 (20), 2769-2778.
  • Zhao B. S., Zhao Y. T., Gao Y. and Zhang D. C.. A deformation theory without ad hoc assumption of an axisymmetric circular cylinder. Acta Mechanica, 2011, 216 (1-4) 37-47.
  • Zhao B. S., Gao Y. and Zhao Y. T.. Boundary conditions for axisymmetric circular cylinder of cubic quasicrystal. Advanced Materials Research, 2011, 160-162, 204-209.
  • Zhao B. S., Gao Y. and Zhao Y. T.. The refined analysis about mechanical behavior for torsional circular shaft of cubic quasicrystal. Advanced Materials Research, 2011, 213, 83-87.
  • Zhao B. S., Shi J. L., Zhao Y. T. and Gao Y.. The general solution for torsional circular shaft of cubic quasicrystal. Advanced Materials Research, 2011, 213, 206-210.
  • Zhao B. S., Zhao Y. T. and Gao Y.. The exact deformation theory of two-dimensional dodecagonal quasicrystal Shaft. Advanced Materials Research, 2011, 213, 276-280.
  • Zhao B. S., Gao Y., Zhao Y. T. and Zhang D. C. Refined analysis of axi-symmetric circular cylinder in the axial magnetic field without ad hoc assumption. Frontiers of Mechanical Engineering, 2011, 6 (3), 318-323.

    In 2010
     
  • Gao Y. and Ricoeur A.. Green’s functions for infinite bi-material planes of cubic quasicrystals with imperfect interface. Physics Letters A, 374 (42), 4354-4358.
  • Gao Y.. The exact theory of one-dimensional quasicrystal deep beams. Acta Mechanica, 2010, 212 (3-4), 283-292.
  • Gao Y. and Shang L. G.. The exact theory of deep beams without ad hoc assumptions. Mechanics Research Communications, 2010, 37 (6), 559-564.
  • Gao Y. and Xu B. X.. The refined theory for a magnetoelastic body - II. Plane problems. International Journal of Applied Electromagnetics and Mechanics, 2010, 32 (1), 31-46.
  • Gao Y.. The refined theory of magnetoelastic beams for tension and compression deformation. International Journal for Applied Electromagnetics and Mechanics, 2010, 34 (1-2), 63-71.
  • Gao Y. Green’s functions for infinite planes and bi-material half-planes consisting of quasicrystals. Journal of Zhejiang University-Science A, 2010, 11 (10), 835-840.
  • Zhao B. S., Gao Y., Zhao Y. T. and Zhou X. Y.. Boundary conditions for an axisymmetric circular cylinder. Comptes Rendus Mecanique, 2010, 338 (5), 255-259.
  • Chen G., Zhao B. S. and Gao Y.. A refined theory of beams resting on pasternak foundation from Airy’s stress function. Journal of Materials Science and Engineering, 2010, 4 (1), 75-79.

    In 2009
     
  • Gao Y.. Governing equations and general solutions of plane elasticity of cubic quasicrystals. Physics Letters A, 2009, 373 (8-9), 885-889.
  • Gao Y.. The appropriate edge conditions for two-dimensional quasicrystal semi-infinite strips with mixed edge-data. International Journal of Solids and Structures, 2009, 46 (9), 1849-1855.
  • Gao Y.and Zhao B. S.. A refined theory of elastic thick plates for extensional deformation. Archive of Applied Mechanics, 2009, 79 (1), 5-18.
  • Gao Y., and Zhao B. S.. General solutions of three-dimensional problems for two-dimensional quasicrystals. Applied Mathematical Modelling, 2009, 33 (8), 3382-3391.
  • Gao Y.and Zhao B. S.. The refined theory for a magnetoelastic body - I. plate problems. International Journal of Applied Electromagnetics and Mechanics, 2009, 29 (1), 1-14.
  • Gao Y., Xu S. P. and Zhao B. S.. General solutions of equilibrium equations for 1D hexagonal quasicrystals. Mechanics Research Communications, 2009, 36 (3), 302-308.
  • Gao Y., Xu S. P. and Zhao B. S.. Mixed boundary conditions for piezoelectric plates. Science in China Series G, 2009, 52 (5), 755-761.
  • Gao Y. and Wang M. Z.. The refined theory of deep rectangular beams for symmetrical deformation. Science in China Series G, 2009, 52 (6), 919-925.
  • Zhao B. S., Gao Y. and Wu X. E.. A refined theory of torsional deformation of a circular shaft. Acta Mechanica, 2009, 207 (1-2), 1-10.
  • Wang M. Z., Gao Y. and Zhao B. S.. The refined theory of thermoelastic beams posting inside Winkler foundation. Journal of Mechanics and MEMS, 1 (2), 2009, 191-196.
  • Zhao B. S., Gao Y. and Chen X.. A refined theory of a transversely isotropic elastic layer posting inside elastic foundation. Journal of Materials Science and Engineering, 2009, 3 (8), 49-53.
  • Zhao B. S., Gao Y. and Wu X. E.. The jump of displacement gradient across the edge in the Eshelby’s problem. Chinese Journal of Solid Mechanics, 2009, 30 (1), 61-64. (in Chinese)
  • Zhao B. S., Tong J. L. and Gao Y.. A refined theory of beam posting inside linear elastic foundation soil. Engineering Mechanics, 2009, 26 (Suppl. 1), 16-19. (in Chinese)

    In 2008
     
  • Gao Y., Xu B. X., Zhao B. S. and Chang T. C.. New general solutions of plane elasticity of one-dimensional quasicrystals. Physica Status Solidi B, 2008, 245 (1), 20-27.
  • Gao Y., Xu S. P. and Zhao B. S.. A theory of general solutions of 3D problems in 1D hexagonal quasicrystals. Physica Scripta, 2008, 77 (1), 015601.
  • Gao Y., Zhao B. S. and Xu S. P.. A theory of general solutions of plane problems in two-dimensional octagonal quasicrystals. Journal of Elasticity, 2008, 93 (3), 263-277.
  • Gao Y. and Xu B. X.. The remarkable nature of one-dimensional quasicrystal. Zeitschrift fur Kristallographie, 2008, 223 (11-12), 809-812.
  • Gao Y., Zhao B. S. and Xu B. X.. The decomposed form and boundary conditions of elastic beams with free faces. Acta Mechanica, 2008, 196 (3-4), 193-203.
  • Gao Y. and Xu B. X.. Method on holomorphic vector functions and applications in two-dimensional quasicrystals. International Journal of Modern Physics B, 2008, 22 (6), 635-643.
  • Gao Y., Xu S. P. and Zhao B. S.. Boundary conditions for the bending of a piezoelectric beam. Science in China Series G, 2008, 51 (7), 847-856.
  • Gao Y., Wang M. Z. and Zhao B. S.. The remarkable nature of radially symmetric deformation of anisotropic piezoelectric inclusion. Acta Mechanica Solida Sinica, 2008, 21 (3), 278-282.
  • Xu S. P., Gao Y. and Wang W.. Completeness of general solutions for three-dimensional transversely isotropic piezoelectricity. International Journal of Solids and Structures, 2008, 45 (18-19), 5118-5126.

    In 2007
     
  • Gao, Y. and Zhao, B. S. (2007): A note on the nonuniqueness of Boussinesq-Galerkin solution in elastic theory. International Journal of Solids and Structures 44 (5), 1685-1689.
  • Gao, Y., Zhao, Y. T. and Zhao, B. S. (2007): Boundary value problems of holomorphic vector functions in 1D QCs. Physica B-Condensed Matter 394, 56-61.
  • Gao, Y. and Wang, M. Z. (2007): The equivalence of the refined theory and the decomposed theorem of rectangular beams. Applied Mathematical Modelling 31 (3), 551-563.
  • Gao, Y., Xu, S. P. and Zhao, B. S. (2007): Boundary conditions for elastic beam bending. Comptes Rendus Mecanique 335 (1), 1-6.
  • Gao, Y., Xu, S. P. and Zhao, B. S. (2007): Boundary conditions for plate bending in one-dimensional hexagonal quasicrystals. Journal of Elasticity 86 (3), 221-233.
  • Gao, Y., Xu, B. X. and Zhao, B. S. (2007): The decomposed form of magnetoelastic beams with free faces. Acta Mechanica 192 (1-4), 235-242.
  • Gao, Y., Xu, B. X. and Zhao, B. S. (2007): The refined theory of beams for a transversely isotropic body. Acta Mechanica, 191 (1-2), 109-122.
  • Gao, Y., Wang, M. Z. and Zhao, B. S. (2007): The refined theory of rectangular curved beams. Acta Mechanica 189 (3-4), 141-150.
  • Gao, Y. and Zhao, B. S. (2007): The refined theory of thermoelastic plane problems. Journal of Thermal Stresses 30 (12), 1233-1248.
  • Gao, Y. and Zhao, B. S. (2007): The refined theory of thermoelastic rectangular plates. Journal of Thermal Stresses 30 (5), 505-520.
  • Gao, Y., Xu, S. P. and Zhao, B. S. (2007): Stress and mixed boundary conditions for two-dimensional dodecagonal quasi-crystal plates. Pramana-Journal of Physics 68 (5), 803-817.
  • Xu, S. P., Gao, Y. and Wang W. (2007): On boundary conditions for transversely isotropic piezoelectric plates. Mechanics Research Communications 34 (5-6), 480-487.
  • Gao Y., Xu S. P. and Zhao B. S. (2007): New boundary conditions for piezoelectric plates, In: Piezoelectricity, Acoustic Waves and Device Applications, Eds. Wang J. and Chen W. Q. (Singapore: World Scientific), 123-128.

    In 2006
     
  • Gao, Y. and Zhao, B. S. (2006): A general treatment of three-dimensional elasticity of quasicrystals by an operator method. Physica Status Solidi B-Basic Solid State Physics 243 (15), 4007-4019.
  • Gao, Y. and Wang, M. Z. (2006): Comment on “Stress boundary conditions for plate bending” by F.Y.M. Wan [Int. J. Solids Struct. 40 (2003) 4107–4123]. International Journal of Solids and Structures 43 (6), 1854-1855.
  • Gao, Y. and Wang, M. Z. (2006): The refined theory of deep rectangular beams based on general solutions of elasticity. Science in China Series G-Physics Mechanics & Astronomy 49 (3), 291-303.
  • Gao, Y. and Wang, M. Z. (2006): The refined theory of transversely isotropic piezoelectric rectangular beams. Science in China Series G-Physics Mechanics & Astronomy 49 (4), 473-486.
  • Gao, Y. and Wang, M. Z. (2006): A refined of thermoelastic beams under steady temperature. Engineering Mechanics 23 (2), 34-40. (in Chinese)
  • Zhao, B. S., Gao, Y. and Wang, M. Z. (2006): Barnett-Lothe’s Matrices in multi-freedom vibration systems. Journal of Anshan University of Science and Technology 29 (5), 471-474. (in Chinese)
  • Zhao, B. S., Gao, Y. and Wang, M. Z. (2006): Stroh’s formula in multi-freedom forced vibration systems. Journal of Anshan University of Science and Technology 29 (6), 581-583. (in Chinese)

    In 2005
     
  • Gao, Y. and Wang, M. Z. (2005): A refined beam theory based on the refined plate theory. Acta Mechanica 177 (1-4), 191-197.
  • Gao, Y. and Wang, M. Z. (2005): Abel transform of equilibrium equation of axisymmetric problem. Acta Scientiarum Naturalium Universitatis Pekinensis 41 (1), 62-65. (in Chinese)
  • Gao, Y. and Wang, M. Z. (2005): The decomposed theorem of rectangular beams. Engineering Mechanics 22 (Supplement), 58-61. (in Chinese)
  • Gao, Y. and Wang, M. Z. (2005): The equivalence of the refined theory and the decomposed theorem of thermoelastic beams under steady temperature. Chinese Journal of Applied Mechanics 22 (2), 164-168. (in Chinese)
  • Gao, Y. and Wang, M. Z. (2005): The decomposed theorem of thermoelastic beams under steady temperature, Acat Mechanica Solida Sinica 26 (Supplement), 38-41. (in Chinese)

    In 2004
     
  • Gao, Y. and Wang, M. Z. (2004): The refined theory of magnetoelastic rectangular beams. Acta Mechanica 173 (1-4), 147-161.
  • Zhao, Y. T., Gao, Y. and Wang, M. Z. (2004): The ellipsoidal inhomogeneity with imperfect interface. Acta Scientiarum Naturalium Universitatis Pekinensis 40 (5), 712-721.