Titlebook: Weight Function Methods in Fracture Mechanics; Theory and Applicati Xue-Ren Wu,Wu Xu Book 2022 China Aviation Publishing & Media Co., Ltd.

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Analysis and Discussions on Weight Function Methods Based on Multiple Reference Load Cases,acements. The two methods are: the direct adjustment method (DAM) of Fett and Munz, and the universal weigh function method (UWFM) of Glinka and Shen, with different series forms for the WF-expressions. Detailed discussions are made on the commonalities and differences between the two approaches. Va

觀點

Verification and Accuracy Evaluation of Various Weight Function Methods,ctor (SIF) solutions for arbitrary load cases, weight functions must be thoroughly verified. The best way to reveal the intrinsic accuracy of WFs is to employ Green’s functions (GF) for point-by-point comparison, instead of the customarily adopted comparisons of SIFs for some load cases. In the pres

離開真充足

Verification and Accuracy Evaluation of Various Weight Function Methods,ctor (SIF) solutions for arbitrary load cases, weight functions must be thoroughly verified. The best way to reveal the intrinsic accuracy of WFs is to employ Green’s functions (GF) for point-by-point comparison, instead of the customarily adopted comparisons of SIFs for some load cases. In the pres

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親屬

Weight Functions for Center Crack Geometries,rified based on the Green’s functions obtained by using the highly accurate numerical method of “weight function complex Taylor series expansion (WCTSE)”. Closed-form expressions of stress intensity factors (SIFs) for three basic crack line stresses, including point force, power stress and constant

Stricture

Weight Functions for Edge Crack in Simply Connected Region,he derived WFs are verified based on the Green’s functions obtained by using the highly accurate numerical method of “weight function complex Taylor series expansion (WCTSE)”. Closed-form expressions of stress intensity factors (SIFs) for three basic crack line stresses, including point force, power

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反饋

Weight Functions for Edge Crack(s) in Multiply Connected Region,crack(s) emanating from a circular hole in infinite/finite plate, radial edge crack(s) in circular ring and circumferential crack in a pipe and cylindrical bar, are derived. The derived WFs are verified based on the Green’s functions obtained by using the highly accurate numerical method of “weight

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