Li Shi-rong, Cheng Chang-jun. Thermal-Bucking of Thin Annular Plates under Multiple Loads[J]. Applied Mathematics and Mechanics, 1991, 12(3): 279-286.
Citation: Li Shi-rong, Cheng Chang-jun. Thermal-Bucking of Thin Annular Plates under Multiple Loads[J]. Applied Mathematics and Mechanics, 1991, 12(3): 279-286.

Thermal-Bucking of Thin Annular Plates under Multiple Loads

  • Received Date: 1989-12-16
  • Publish Date: 1991-03-15
  • On the basis of Von Karman equations, the thermal-buckling of thin annular plates subjected to a field of non-uniform axisymmetric temperature and a variety of boundary conditions is discussed. The linearized problem is analyzed and stability boundaries which characterize instability of oplate are obtainedby means of numerical and analysis methods.
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  • [1]
    Nowinski,J.L.,Theory of Thermalelasticity with Applications,Alphen aan den Rijn:Sijthoff and Noordhoff(1978),547-570.
    [2]
    竹内洋一郎,《热应力》(郭廷玮、李安定译).中国科学出版社,北京(1977),358- 378
    [3]
    Kanaka Raju,K.and G.Venkateswara Rao,Thermal-postabuckling of circular plates.Comput.Struct.,18(1984),1179-1182.
    [4]
    Tani,J.,Thermal buckling of an annular plate with axisymetric initial deflection,J.Appl.Mech.,45(1978),693-695.
    [5]
    Tani,J.,Elastic instability of a heated annular Plate under Lateral pressure,J.Appl.Mech.,48(1981),399-403.
    [6]
    Prabha,M.S.S.,S.Durvasula,Thermal buckling of skew plates,Can.Aeronant.and Space J.,20(1974),111-113.
    [7]
    程昌钧、朱正佑.环板的屈曲状态.中国科学(A辑).24 (1986).956-965
    [8]
    吕小安、程昌钧、李世荣,正交各向异性环板的屈曲.应用数学和力学(待发表)
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