[1] Yeh Kai-yuan. et al, The general solution of a number of problems in mechanics for the elastic body of nonuniformly varying thickness (The flexure problems of rectangular plates of oneway nonuniformly varying thickness, under arbitrary distributed loading. and with two opposite edges simply supported), Journal of Lanzhou University(Journal of Natural Sciences, Mechanics Monograph.No.1).(1979).(in Chinese)
[2] Research Department of Mechanics. Institute of Mathematics. Academia Sinica. The Large Deflection Problems of Elastic Circular Thin Plates, Published by Academia Sinica(1954).(in Chinese)
[3] Fan Jia-rang. Rectangular plates of variable thickness. Shanghai Mechanics.3.1(1982).(in Chinese)
[4] Timoshenko, S. and S. Woinowsky-Krieger, Theory of Plates and Shells(Second edition)(1959) (Chinese Version P.186)
[5] Zhang Fu-fan. Elastic Thin Plates. Science Publishing House(1963).(in Chinese)
[6] Nowacki. W., Researches on Elastic Thin Plates and Shells. Science Publishing House(1956).(Chinese Version).
[7] Volmir, A. S., Pliable Plates and Shells, Gos Izdat Tekh-Terr Lit, Moscow(1956).(Chinese Version)
[8] Guang-qian He, and Fu Chen, The formula for determining the boundary value φr of the stress function for the flat shell with rectangular bottom simply supported or fixed on sliding on four edges under arbitrary normal loading. Mechanics Journal.5.3(1962).(in Chinese)
[9] Yin Si-ming. The elastic equilibrium problem of nonlinear theory for orthotropic double curved flat shells of variable sections(1965.3).restricted publication.(in Chinese).
[10] Oniashvili. O. D., Some Dynamic Problems in the Theory of Shells.Izdt Akad. Nauk SSSR.Moscow(1957).(in Russian)