A suitable format for transfer between various FEA-packages?
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CAn any one explain me what is the difference between tension and tension-tension loadings....
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In the creep analysis (Abaqus). how to determine the value of A, n, and m. Also I had pasted the format of creep in abaqus. Can anyone please suggest me. or if any material is also ok
*MATERIAL, NAME = A1
*ELASTIC
E, n
*CREEP, LAW = TIME
A, n, m
Thanks and regards.
Hello;
To study the vibration of a sandwich plate I evaluate the complex shear modulus with the GHM method.
Can you tell me how I can enter the complex shear modulus in ABAQUS:
Gv := 0.142*((w/(2*Pi))^0.494)*(1+1.46*I)*1e6
(I^2=-1 , w =2*Pi*f , f: frequency)
Greetings
what should be aspect ratio of the geometry? meaning larger dimension of geometry to shorter dimension of the geometry.
when one uses element type as solid45!!
please help..
Thanks in advance......
Hi;
I am trying to simulate material deposition to substrate. In our case material is added to substrate and there is a distributed heat flux with constant velocity acting by node by node. I want to simulate showing the added material in the simulation and its effects. There is a command for that called Model Change in the ABAQUS. So is someone familiar to that kind of problem. And also I need to account mass diffusivity while the material is melting.
I will be gratefull for any advice you can spare
Best Thanks
Emrecan Soylemez
Hello, I am Ravindra. I am working on cutting process simulations using ABAQUS software. I am getting some problems in preparing the input file. If anybody has the ".inp" file for cutting process simulation using ABAQUS, please send me. My email address is "aravindra321 [at] yahoo.com". It will be great help.
Best Regards,
Ravindra.
Quantitative studies on diffusional growth of an isolated
precipitate in a supersaturated matrix date back to the classic work of
C Zener (1949) and F C Frank
(1950); while Zener-Frank (ZF) theory is for precipitates that are
non-misfitting, misfitting precipitates have been studied by Laraia,
Johnson and Voorhees (1988) (hereafter, LJV). Both ZF and LJV are sharp
interface models (and are mostly analytical); further, the assumptions
made in these theories make it difficult to verify their results by