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Shape Functions of a Constant Strain Tetrahedron

Submitted by mohammedlamine on

Hello,

I have developped a New Method to Compute Numerically the Shape Functions of a Constant Strain Tetrahedron from the Geometrical Information of its Vertices using the Planes' Equations Defining the Barycentric Coordinates versus the Cartesian Coordinates. The Algorithm for Solving the Linear Systems of Equations has been Implemented Efficiently with the Partial Pivoting Gauss LU Method for any arbitrary Shaped and Non-Degenerated Element.

References: FEOFS2013, CanCNSM2013 and FDM2013.

 

Best Regards.

 

Help us to find the best Engineering AudioSlides presentation!

Submitted by Laure Ballu on

What are AudioSlides?

AudioSlides are short, webcast-style presentations that are shown next to the article on ScienceDirect. This format gives authors the opportunity to summarize their research in their own words, helping readers to quickly understand what a paper is about and appreciate its relevance.

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Ph.D. position opened at the University of Brescia, Italy

Submitted by Lorenzo Bardella on
The group of Mechanics of Solids and Structures at the School of Engineering at the University of Brescia (Italy) has an open PhD position. The appointment will begin on January 1st 2014 for three full years.


The following topics are of interest:
1. small-scale plasticity of metals, with emphasis on modelling the size effect through strain gradient plasticity theories and dislocation mechanics. 2. micromechanics of composite materials, with emphasis on modelling failure.


Non-linear buckling analysis using static riks method-abaqus

Submitted by juliuspusic on

hi,i have been doing non-linear buckling analysis using STATIC RIKs method

my model specification:   length:65 metre, dia=2.85metre,thickness=0.38meter 

 and i am having the following doubts:

 1.i have done Eigen value buckling analysis first and got the mode values..but for getting the mode shapes which load value i have to apply????(whether calculated euler buckling load value)

2.i have given imperfection as 0.0038  i.e..,10% of thickness value is it correct????

Nonlinear Physical Systems: Spectral Analysis, Stability and Bifurcations

Submitted by Oleg Kirillov on

Bringing together 18 chapters written by leading experts in dynamical systems, operator theory, partial differential equations, and solid- and fluid mechanics, this book presents state-of-the-art approaches to a wide spectrum of new and challenging stability problems.