Results 171 to 180 of about 1,592 (205)
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The relationship between ctod, J and microstructural inhomogeneity
Engineering Fracture Mechanics, 1994Abstract The fracture behaviour of two types of welds with microstructural inhomogeneity is discussed using the concept of the specific energy γ pk . The relationship between the macroscopic fracture parameters, e.g. CTOD and J -integral, and the microstructural inhomogeneity is obtained.
Qianchu Liu, Thomas Varga
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On the influence of wet underwater welding on CTOD-δ5
International Journal of Fracture, 1999The influence of wet underwater welding on the crack tip opening displacement CTOD-δ5 is investigated in this paper. The welding process is numerically simulated. The instationary temperature field and welding residual stresses are calculated using the finite element method (FEM).
L. Lindhorst, O. Mahrenholtz
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Numerical determination of plastic
AbstractIn previous works, a da/dN versus plastic crack tip opening displacement model was proposed to study fatigue crack growth. The plastic crack tip opening displacement, δp, which quantifies the crack tip plastic deformation, is determined numerically using the finite element method.
F.V. Antunes +3 more
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Study of Methods for CTOD Testing of Weldments
1990Several precracking methods for crack-tip opening displacement (CTOD) testing of weldments were studied, including as local precompression, reverse bending, and high R-ratio fatigue. The precracking procedure could influence the validity of the precrack shape.
S Machida +3 more
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CTOD Testing of HAZ and Analysis of Pop-In Behavior
Journal of Offshore Mechanics and Arctic Engineering, 1990Abstract HAZ CTOD tests were carried out on nonmatching bead on plate SAW weldments at room temperature. The effects of the notch position and weld metal matching on the HAZ toughness were studied by taking weld metals with three strength levels (austenitic, ferritic and martensitic weld metals). The notches were located parallel (L-type)
M. Koc¸ak +4 more
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Numerical Determination of Fatigue Threshold from CTOD
Solid State Phenomena, 2016The experimental procedure to obtain valid and comparable values of ΔKth is laborious and time consuming. The objective of this work is to determine ΔKth using a numerical approach. The CTOD is plotted versus load, and the fatigue threshold corresponds to the onset of plastic deformation.
Daniel Camas +3 more
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1990
A difficulty associated with predicting structural integrity is that the surface cracks found in structural components are three-dimensional whereas the crack-tip opening displacement (CTOD) and J-integral analytical techniques were derived from two-dimensional theory.
WG Reuter, WR Lloyd
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A difficulty associated with predicting structural integrity is that the surface cracks found in structural components are three-dimensional whereas the crack-tip opening displacement (CTOD) and J-integral analytical techniques were derived from two-dimensional theory.
WG Reuter, WR Lloyd
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Effect of physical crack growth on CTOD measurement
International Journal of Fracture, 1987In high toughness ductile materials crack initiation is generally followed by a region of stable cracking. Such regions have been conveniently characterized in terms of crack growth resistance curves. Both J-integral and crack tip opening displacement (CTOD) concepts are successfully used to describe ductile crack growth using J-Aa and CTOD-Aa R-curves,
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CTOD and J Relationships for a Growing Crack
1986Tests were performed on three steels, A533-B, A508 Class 2, and ASTM A240 Thype 304 stainless. These materials exhibit a wide range of properties; their strain-hardening exponents n are within the range of 8 to 12 while their flow stresses sigma-O are within the range of 45 to 90 ksi.
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On the Experimental Determination of CTOD Based R-Curves
1986It is demonstrated that the British Standard BS 5762 for measuring the crack tip opening displacement (CTOD) can be modified such that the resulting CTOD is equal to the CTOD measured at the fatigue crack tip. The modifications consist of accounting for crack growth and adjustment of the rotation factor to the material under consideration.
D. Hellmann, K.-H. Schwalbe
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