AN ANALYSIS OF AXISYMMETRIC BUCKLING AND GROWTH OF CIRCULAR-SHAPED DELAMINATION

来源 :Acta Mechanica Solida Sinica | 被引量 : 0次 | 上传用户:yjzjh225
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The buckling and post-buckling of clamped circular plate subjected to distributed radialcompressed load is presented by using the high-order perturbation analysis and shooting method.Thesixth-order solution shows good agreement with the FEM results in[11].The results in this paper areapplied to investisate the budding and growth of pressed thin film delamination in the film/substratesystem.Under a certain residual pressure in the thin film,two characteristic blister radii R_c and R_s,thecritical radius and growing radius respectively,are obtained.The numerical result shows that thegrowth criterion of delamination in [9,10] is not perfect.In variant residual stress or interface tough-hess,the conditions of no growth,stable growth and unstable growth of the delamination are obtainedby comparing the driving force at the interface crack tip with the interface toughness. The buckling and post-buckling of clamped circular plate subjected to distributed radial compressive load is presented by using the high-order perturbation analysis and shooting method. .thixth-order solution shows good agreement with the FEM results in [11]. The results in this paper areapplied to investisate the budding and growth of pressed thin film delamination in the film / substratesystem. Undefined residual pressure in the thin film, two characteristic blister radii R_c and R_s, thecritical radius and growing radius respectively, are. The numerical result shows that the growth criterion of delamination in [9,10] is not perfect. In variant residual stress or interface tough-hess, the conditions of no growth, stable growth and unstable growth of the delamination are obtained comparing the driving force at the interface crack tip with the interface toughness.
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