DEFLECTION OF CONCENTRICALLY SUPPORTED AND ECCENTRICALLY LOADED THIN CIRCULAR PLATE

[摘要] Within the restrictions of the classical small bending theory of thin plates, the complex variable method is used to obtain exact expressions in series form for the deflection at any point of a thin isotropic circular plate simply supported along two concentric circles and eccentrically loaded. Numerical results and graphs illustrating the variation of the deflection along radii of the plate for two different load positions are presented. Special and limiting cases reduce the solutions derived above to those obtained by other authors.

[发布日期] 1991-08-27

[关键词] ELASTICITY;DEFLECTION;THIN CIRCULAR PLATE;COMPLEX ANALYSIS;BIHARMONIC EQUATION;FREE BOUNDARY;SIMPLE SUPPORT;SINGULAR LOAD;POISSON RATIO