research
regarding Microstructure analysis in ABAQUS
Hi all,
I am doing microstructure analysis in 3D. To implement anisotropy, i need to give the orientation data. Does anyone know, how to give the orientation in ABAQUS?
The data i have in hand is Euler Angles... Can i give the data manually for four of five grains?
Also, please tell me about the ORIENT subroutine in ABAQUS...
Charge localization instability in a highly deformable dielectric elastomer
A highly deformable capacitor made of a soft dielectric and two conformal
electrodes can switch between two states discontinuously, by a first-order transition, as the total
charge varies gradually. When the total charge is small, it spreads evenly over the area of the
capacitor, and the capacitor deforms homogeneously. When the total charge is large, it localizes in
a small region of the capacitor, and this region thins down preferentially. The capacitor will
Why am I getting a messy signal FFT instead of a smooth one?
Hi
I am doing wave simulation on plates with various damages. Guided sinusoidal waves are generated and scattered throughout the plate. To compare the results I am getting FFt of displacement (frequency domain). The one without damage gives me a very smooth FFT while the ones with damage give me a messy FFT ( Please see the attached photo). Is it something to do with filtering or is any thing wrong with my results ?
Damages model
http://oi42.tinypic.com/zo6ty9.jpg
Undamaged model
how transform umat to vumat
please if some one can help i want to transform this umat to vumat ( see file attachements)
thanks
how transform umat to vumat
please if somme one can help me i want to transform this umat to vumat
modelling and analysing the laminated composite using ansys
I want to do research work in analysing composite using the ansys or similar software.I want to get the details regarding modelling the laminated composites.
And also details regarding analsing the properties of composite for cyclic load,fatique load,and torsion.
which ansys version is suitable
Dynamic Brittle Fracture as a Small Horizon Limit of Peridynamics
Overview: The peridynamic formulation is a
spatially nonlocal derivative free model for simulating problems of free crack
propagation.Material points interact through short-range forces and the
formulation allows for discontinuous deformations. Here the short-range forces
are initially elastic and soften beyond a critical relative displacement. We
upscale this peridynamic model to find the macroscopic (a.k.a. small horizon)
limit. It is shown that the limiting macroscopic evolution has bounded energy
given by the bulk and surface energies of brittle fracture mechanics. The
macroscopic evolution corresponds to the simultaneous evolution
of the fracture surface and linear elastic displacement away from the crack
Pagination
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