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[Abaqus] UEL user subroutine

Submitted by alorenzom on

Hello to everybody. This is my first discussion on this forum. First I want say: "sorry for my bad english"



I want run an abaqus job analysis using different general user element types. I know I can refer to these user elements in elementDefinitions and other blockOptions in InputFile by the elementTypeKey (for example U100, U200, etc).I know I can define my general user element in a UEL user subroutine in a fortran source file.I know there is the variable JTYPE passed in subroutine, which is an integer defining the element type.



Open Source Software

Submitted by Managers on
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  • This page was started following discussions initiated by Mogadalai Gururajan.
         Here are some links to open source codes/software available on the net; all this information is collected from different posts at iMechanica. It is quite possible that we missed some, and some that are listed are not open source. If so, please feel free to edit the post or leave a comment with relevant links so that we can edit the post.

ICNM 2007

Submitted by zhan-sheng guo on
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The International Conferences on Nonlinear Mechanics (ICNM-x) have been regarded as important series conferences in mechanics circles. The previous four meetings in the series were successfully held in Shanghai and Beijing in 1985, 1993, 1998 and 2002, respectively. In recent years, new achievements in this field have been made. Therefore, it is appropriate to organize a new conference on this vitally important area of applied mathematics and mechanics. The Fifth International Conference on Nonlinear Mechanics (ICNM-V) will be held in Shanghai. The Conference aims to provide an international forum for presenting the latest results and stimulating wider academic exchange for experts in the related fields all over the world.

A posteriori error estimation (indication) for extended finite element methods (XFEM)

Submitted by Stephane Bordas on
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Extended finite element methods (XFEM) have been employed in computational fracture mechanics contexts since their inception in 1999. Although some work has been performed, leading to the first adaptive strategies for the generalised finite element method (GFEM), little or no work has been published on error estimation and adaptive approximations for XFEM. A first attempt at this challenging problem is published here: 

A spectral decomposition problem

Submitted by Biswajit Banerjee on
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This post is both a question and a test how well Latex2HTML performs. The algebra might be useful for students who are starting off in the field. Please go through the details and comment on the question at the end of the post.