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Von Mises and Tresca's yield criterion

Submitted by kajalschopra on

I have a fundamental question.

We ahve read that, physically  the Von Mises yield criterion is arrived based on the assumption / experimental observations that for a multi-axial state of stress, yielding starts when the maximum distortional / shear energy in uni-axial / simple tension.

whereas;

Tresca’s yield criterion is based on the assumption / experimental observation that yielding starts when the maximum shear stress in the material equals the maximum shear stress at yielding in simple tension.

 

blast pressure loading,varies with location,area and time

Submitted by hamid-moaieri on

Hi

i wana model a shell loading with blast-pressure with function of time and location(x,y) thet at each step time, the amp and location area was could be determined.

what is the method of modeling of this force type in abaqus-python?

computational nonlinear elasticity references

Submitted by AP on
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I will be developing constitutive material models into commercial FE codes for nonlinear elasticity and searching for good books to get started for computational aspects. There are many good books for computational plasticity but I did not find any for nonlinear elasticity. Suggestion for good books or references is welcome.

ABAQUS - increase the size of the interior elements

Submitted by vasavdubey on
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Hello everyone,

I am currently working on modelling ITZ zones in concrete 2D microstructure. ITZ is the cement paste zone near the surface of aggregate which differs in properties from bulk cement paste. The thichness of ITZ zone ranges from 10-50 micrometer (0.01 - 0.05 mm). The size of RVE I am using is 100X100 mm which makes ITZ a very fine detail in my microstructure. I have created a instance in abaqus merging all parts, Aggregate, ITZ and Matrix( Cement Paste).

I seeded the instance with using these parameter:

Global Size: 2

Periodic displacement loads decompose with 4 load steps in Abaqus

Submitted by Xinlei_Wu on
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 I want to simulate a dynamic motion of a pipe under periodic displacement loads.

The whole periodic displacement loads was decomposed into 2 halves. The first half was from 0 at initial configuration to a middle configuration to final configuration, then the second half goes back from final configuration to middle configuration, to initial configuration (Fig.1). The displacement loads of these 4 configurations was given. Using Abaqus Explicit, the whole dynamic motion was simulated.

But, I find a problem as follow.