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B. L. Fu, “The New Bending Theorem of the Thin Plates on Reciprocal Method,” Science Press, Beijing, 2003.

has been cited by the following article:

• TITLE: Thermal Bending of Circular Plates for Non-Axisymmetrical Problems

  AUTHORS: Zhengzhu Dong, Weihong Peng, Jun Li, Fashan Li

  KEYWORDS: Thermal Bending Problems, Circular Plate, Boundary Integral Formula, Natural Boundary Integral Equation

  JOURNAL NAME: World Journal of Mechanics, Vol.1 No.2, April 20, 2011

  ABSTRACT: Using the Green function, the boundary integral formula and natural boundary integral equation for thermal elastic problems are obtained. Then based on bending solutions to circular plates subjected to the non-axi- symmetrical load, by utilizing the Fourier series and convolution formulae, the bending solutions under non-axisymmetrical thermal conditions have been obtained. The calculating process is simple. Examples show the discussed methods are effective.