Stress Intensity Factors For Surface Cracks With Arbitrary Shapes In Plates And Shells PDF Download

Are you looking for read ebook online? Search for your book and save it on your Kindle device, PC, phones or tablets. Download Stress Intensity Factors For Surface Cracks With Arbitrary Shapes In Plates And Shells PDF full book. Access full book title Stress Intensity Factors For Surface Cracks With Arbitrary Shapes In Plates And Shells.

Stress Intensity Factors for Surface Cracks with Arbitrary Shapes in Plates and Shells

Stress Intensity Factors for Surface Cracks with Arbitrary Shapes in Plates and Shells
Author: T. Miyoshi
Publisher:
Total Pages: 14
Release: 1985
Genre: Finite element method
ISBN:

Download Stress Intensity Factors for Surface Cracks with Arbitrary Shapes in Plates and Shells Book in PDF, ePub and Kindle

In order to analyze stress intensity factors for surface cracks with arbitrary shapes in plates and shells, the authors have developed a new finite element scheme based upon the line spring model. In this scheme Ahmad's thick shell elements are combined with the newly developed line spring elements with quadratic shape functions. This line spring method has more potential of application than a previously reported method where flat shell elements were combined with the line spring elements with linear shape functions.


Plates and shells with cracks

Plates and shells with cracks
Author: George C. Sih
Publisher: Springer Science & Business Media
Total Pages: 344
Release: 2012-12-06
Genre: Science
ISBN: 940101292X

Download Plates and shells with cracks Book in PDF, ePub and Kindle

This third volume of a series on Mechanies of Fraeture deals with eraeks in plates and shelIs. It was noted in Volume 2 on three-dimensional eraek problems that additional free surfaees can lead to substantial mathematical complexities, often making the analysis unmanageable. The theory of plates and shelIs forms a part of the theory of elasticity in which eertain physieal assumptions are made on the basis that the distanee between two bounded surfaees, either fiat or eurved, is small in eomparison with the overall dimen sions of the body. In modern times, the broad and frequent applieations of plate- and shell-like struetural members have aeted as a stimulus to whieh engineers and researchers in the field of fracture meehanies have responded with a wide variety of solutions of teehnieal importanee. These eontributions are covered in this book so that the reader may gain an understanding of how analytieal treat me nt s ofplates and shells containing initial imperfeetions in the form of eraeks are earried out. The development of plate and shell theories has involved long standing controversy on the eonsisteney of omitting eertain small terms and at the same time retaining others of the same order of magnitude. This defieieney depends on the ratio of the plate or shell thiekness, h, to other eharaeteristie dimensions and eannot be eompletely resolved in view of the approximations inherent in the transverse dependence of the extensional and bending stresses.


Fracture Mechanics, Nineteenth Symposium

Fracture Mechanics, Nineteenth Symposium
Author: Thomas A. Cruse
Publisher: ASTM International
Total Pages: 936
Release: 1988
Genre: Fracture mechanics
ISBN: 0803109725

Download Fracture Mechanics, Nineteenth Symposium Book in PDF, ePub and Kindle


Stress Intensity Factor Solutions for Surface Cracks in Flat Plates Subjected to Nonuniform Stresses

Stress Intensity Factor Solutions for Surface Cracks in Flat Plates Subjected to Nonuniform Stresses
Author: Mettu, SR.
Publisher:
Total Pages: 21
Release: 1994
Genre: Fracture mechanics
ISBN:

Download Stress Intensity Factor Solutions for Surface Cracks in Flat Plates Subjected to Nonuniform Stresses Book in PDF, ePub and Kindle

The case of a surface crack in a flat plate has received a lot of attention from the fracture mechanics community because of its practical applicability as an idealization of a flaw in structures. Among all the solutions available, those of Raju and Newman seem to be the most accepted and cover the widest range of geometric parameters. These solutions are, however, known only for the cases of tensile and bending loads, and include the effect of finite width using an empirical equation. Residual stresses and more complex forms of loading lead to nonlinear stress distributions across the thickness in real structures. Attempts were made by a few researchers to provide solutions for arbitrary loading using the weight-function and other methods, but a comprehensive treatment of these solutions is not available. The objective of the present work is to provide complete solutions including the effect of finite width using direct tabular inter polation of the finite-element results and to demonstrate the accuracy of a weight-function approach for computing stress intensity factors for a cracked plate subject to arbitrary stresses across the thickness. The reference solutions used in the weight-function scheme were obtained using the three-dimensional finite-element method (FEM). The full range of geometric parameters such as the crack-length-to-width ratio 2c/W, the crack-depth-to-thickness ratio a/t, and the aspect ratio a/c was covered so that accurate interpolation and extrapolation could be made for any given geometry. Piecewise cubic Hermite interpolation was used to compute the quantities corresponding to intermediate values of the geometric parameters. The new solution was compared with the earlier Newman-Raju equation. The new solution in tabular form was then used directly in the weight-function method. The stress intensity factor solution developed here was incorporated into the fatigue crack growth program NASA/FLAGRO, which is widely used by the aerospace community.


ASME 68-WA/MET-18

ASME 68-WA/MET-18
Author: Ashley Francis Emery
Publisher:
Total Pages: 8
Release: 1968
Genre: Green's functions
ISBN:

Download ASME 68-WA/MET-18 Book in PDF, ePub and Kindle