FFS: J-integral and SIF calculation via Abaqus based on API 579 part 2 preview

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Abaqus General Skills for FFS ,Structure Integrity and Assessment based on API, BS, ASME and DNV:    • Abaqus General Skills for FFS ,Structure I...  
Including 26 hours of step-by-step tutorials.

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In the first part of this tutorial, implementing the “spider web” mesh pattern based on surface and volumetric partitions was explained to create and analyze the semi-elliptical crack via the Contour Integral method.
Unfortunately, this method of meshing and partitioning has many limitations. It cannot create an oblique semi-elliptical crack or even a crack that is perpendicular to the pipe’s axis.
This method can only be used for flat geometries and axial cracks.
In the second part, a new method with many more capabilities will be introduced. For example, it can analyze oblique cracks via the contour integral method. However, this method also has its limitations.
In this tutorial, all of its advantages and disadvantages will be discussed in detail, using a comprehensive example.

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Price: 110 EUR (must be paid by the PayPal or other payment methods according to your country)
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Included files: step-by-step tutorials with detailed explanations, complete version of the slides, Abaqus files (CAE, JNL, INP, ODB)
Models are created by using Abaqus 6.14 (2014)
Level: advanced
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Premium package table of content:
How to create and analyze oblique crack using the Contour Integral method
How to create "spider web" mesh pattern around the oblique crack using the "merging" method
How to plot J-Integral and Stress Intensity factors along the crack tip
How to create optimized number of elements to have an accurate and economical simulation
Discussion on the results

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