A structural component in the shape of a flat plate 20.8 mm thick is to be made from a metal with yield strength of 533 MPa and a critical fracture toughness of 22.0 MPa-m!2. Assume a crack forms in the plate, and the geometry of the crack yields a Y value of 1.5. If the plate is designed to a design stress equivalent to 0.3 times the yield strength, what is the critical crack length? Equations: 1/2 а Kț = Om %3D 2(: Ke = YocTa па Pt

Materials Science And Engineering Properties
1st Edition
ISBN:9781111988609
Author:Charles Gilmore
Publisher:Charles Gilmore
Chapter11: Fracture And Fatigue
Section: Chapter Questions
Problem 11.2P
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A structural component in the shape of a flat plate 20.8 mm thick is to be made
from a metal with yield strength of 533 MPa and a critical fracture toughness of
22.0 MPa-m!2. Assume a crack forms in the plate, and the geometry of the crack
yields a Y value of 1.5. If the plate is designed to a design stress equivalent to 0.3
times the yield strength, what is the critical crack length?
Equations:
1/2
()
Om
К
= 2
σο
K. = YocTa
%3D
Pt
Transcribed Image Text:A structural component in the shape of a flat plate 20.8 mm thick is to be made from a metal with yield strength of 533 MPa and a critical fracture toughness of 22.0 MPa-m!2. Assume a crack forms in the plate, and the geometry of the crack yields a Y value of 1.5. If the plate is designed to a design stress equivalent to 0.3 times the yield strength, what is the critical crack length? Equations: 1/2 () Om К = 2 σο K. = YocTa %3D Pt
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