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selected papers on fracture in layered materials

Submitted by kilading on

Dear All,

 Currently I am working on the fracture property in layered material and I am focusing on the situation when crack is perpendicular to 

interface. I have read the paper by Dr. Hutchinson and Dr. Suo. If you know any paper that is focusing on the crack perpendicular to the 

interface, please tell me.

 

Thanks and Regards,

 Ding 

Arc length factors in Riks method

Submitted by Staszkinson on
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Hello,

It would be grateful if someone could explain me how to calibrate arc length increment factors in Static, Riks method in Abaqus.

For a default input in Static, Riks step I get max LPF factor equal 147(this value is probably correct, expected 147.8). Unfortunately, I'm not satisfied in number of increments(the result of 12 increments). The question is: how to calibrate arc length increment factors(initial, minimum, maxium arc length increment and estimated total arc length) to get more accurate results.

I found something about it, quote:

Reduce dof's in FEM

Submitted by SivaSrinivasKolukula on
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Hi 

  I have MDOF equation:

                MX"+CX'+KX = F(t).

 Say the order of each matrix is  nXn. I want to reduce the order of the matrices. 

I will find the eigen vectors and get modal vectors matrix phi. I will pick some dominating frequencies say around 24 modes.

then reducedM = phi'*M*phi.

defining hysteresis energy in abaqus

Submitted by arfaouisamar on
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hi all
working on low cycle fatigue and following the manual i have to define hysteresis energy as a damage criterion but in the menu of mechanical i found all other criterion except hysteresis energy.so how can i define this criterion in abaqus 6.10.
waiting for your kind reply  

How to solve Euler-Bernoulli beam for point load?

Submitted by h_robert64 on
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I am student and learning beam theory. I am trying to solve Euler-Bernoulli 4th order differential equation to find the deflection of a beam.  The equation is

 

EI v''''(x) = w

where v is the transverse deflection and w is the distributed uniform load on the beam. 

But how would you solve the above if the beam is fixed on both ends, and instead of w, I have a point load P at say distance 'a' from the left end?  For a beam fixed on both ends, I use the following boundary conditions