Shell and Finite Element Method
I'm study about shell and i need some ebooks to read. Coud you here give me some? Thanks a lot.
I'm study about shell and i need some ebooks to read. Coud you here give me some? Thanks a lot.
Job Summary
Mechanical engineer working in the central IC packaging group.
Key Qualifications
Hi everyone,
Has anyone ever come across the treatment of radiation heat transfer in one-dimensional beams using FEM ? Convection and conduction are well established, but I was wondering whether radiation is still an open area of research?
Any links to publications would be very much appreciated, Thank you
The project
Job description: We are looking for a smart, dynamic, and highly motivated individual with a PhD to perform groundbreaking research in biomechanics with applications to ophthalmology. We are currently developing engineering tools for the diagnosis and therapy of ocular disorders (e.g. glaucoma and myopia). For more information regarding our In Vivo Biomechanics Laboratory, please visit http://www.bioeng.nus.edu.sg/ivb.
Hi everybody,
I am a very beginnerin doing research :-) and my topic is about "micro indentation analysis using continuum dislocation theory". I am applying high-order finite element method for this nonlinear problem.
Hi everybody,
I am a beginner in doing research :-) and my topic is about "Micro Indentation Analysis using Continuum Dislocation Theory". I am applying high-order finite element method for this nonlinear problem.
A postdoctoral researcher position is available in the area of sheet metal forming, plasticity theory, computational modeling of forming of advanced high strength steels, light-weight alloys at POSTECH (Pohang University of Science and Technology) working under the supervision of Prof. Myoung-Gyu Lee. He/She will also work with Prof. Frederic Barlat who is a world famous scholar in the field of plasticity.
Hi all,
I have a strange question that has puzzled me since last almost one year.
There are many SG-plasticity models in the technical literature, sometimes categorized as lower-order or higher-order models.
The problem is :
the constitutive models include the gradient of plastic parameters (e.g. plastic slip).
Hi, guys,
Do some of you know how Periodical Boundary Condition is implemented in equilibrium equation while using FEM:
div{ C:sym[grad(u)] } = 0 ,where the displacement u is periodical.
Is there any (detailed) documentation about this stuff?
Thank you very much!