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1.OBJECTIVE: To Mesh the Backdoor of an automobile using ANSA. 2. PROCEDURE: 2.1 Geometry cleanup: First the model is imported to the ANSA software and checked for topological errors. These geometrical errors have to be rectified by the user using some of the tools available in ANSA from the modules buttons namely:…
PHANI CHANDRA S
updated on 16 Jan 2020
1.OBJECTIVE: To Mesh the Backdoor of an automobile using ANSA.
2. PROCEDURE:
2.1 Geometry cleanup:
a) Faces -> New -> Coons (or) Fitted
b) universal Delete Option
c) Faces -> Topo
d) Faces -> Cut & Project Cut
e) Cons -> Paste & Release
2.2 Mid-surface:
Why Should we Extract Mid-Surface?
To perform Structural Anlaysis for the components having thickness less than 6mm, it is always recommended to extract mid-surface from the component and proceed for Meshing. Meshing the whole component which has very less thickness is computationally expensive hence mid-surface is extracted from the component for which thickness is assigned and then the model is meshed.
2.3 Meshing:
Why Do We Carry Out Meshing?
The Basic idea of Finite Element Analysis (FEA) is to make calculations at only limited (finite) number of points and then interpolate the results for the entire domain (surface or volume). Any continuous object has infinite degrees of freedom and its just not possible to solve this problem in this format. Finite element method reduces the degree of freedom from infinite to finite with the help of discretization or meshing (consisting of nodes and elements).
The off elements are rectified using some of the tools such as:
a) shell mesh -> Reconstruct , Smooth
b) Elements -> Split , Swap , Join , New , Delete
c) Grids -> MV Surf , Paste , Align
Why to have less no.of traingle elements?
In the above model we see that the triangle percentage is maintained less than 6%. This is because triangle elements are stiffer than the quad elements i.e. Triangular Finite Elements are stiffer in bending problems because they have constant strain across the element. This simply makes it impossible for an FE solver to calculate the bending response properly.
(OR)
The triangular element is called as a constant strain triangle(CST) element. Value of the stress tensor in the whole element will be constant . This may not be true in the real situation. So this approximation may create a lot of error.
That is the reason it always advised to have less no.of tria elements in the component.
3. LEARNING OUTCOMES:
From the above model, following were the learning outcomes:
i) clearing geometrical errors using different ANSA tools.
ii) improving the mesh quality and mesh flow using different ANSA tools.
iii) Reducing the trai percentage by using paste and split option.
4. CONCLUSION:
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