ME8692 Important Questions Finite Element Analysis
ME8692 Important Questions Finite Element Analysis Regulation 2017 Anna University free download. Finite Element Analysis Important Questions ME8692 pdf free download.
Sample ME8692 Important Questions Finite Element Analysis
1
Show the displacement function equation for CST element.
BT3
Applying
2
How will you modify a three-dimensional problem to a Two-dimensional problem?
ME8692 Important Questions Finite Element Analysis
List out the application of two-dimensional problems.
BT1
Remembering
4
What is meant by steady state heat transfer? Write down its governing differential equation.
BT2
Understanding
5
Define two-dimensional scalar variable problem
ME8692 Important Questions Finite Element Analysis
How do you define two dimensional elements?
BT1
Remembering
7
Define QST (Quadratic strain Triangle) element.
BT4
Analyzing
8
Relate path line with streamline.
BT3
Applying
9
Formulate the (B) matrix for CST element.
ME8692 Important Questions Finite Element Analysis
Express the interpolation function of a field variable for three-node triangular element
BT2
Understanding
11
List out the CST and LST elements.
BT1
Remembering
12
Illustrate the shape function of a CST element.
BT3
Applying
13
Distinguish between scalar and vector variable problems in 2D.
ME8692 IQ Finite Element Analysis
Express the nodal displacement equation for a two dimensional triangular elasticity element
BT2
Understanding
15
Write down the shape functions for a 4 noded quadrilateral element.
BT3
Applying
16
What do you understand by area coordinates?
BT2
Understanding
17
Define Isoparametric elements with suitable examples.
BT1
Remembering
18
Write an expression for shape function of four node quadrilateral elements.
BT4
Analyzing
19
Define geometric Isotropy.
BT5
Evaluating
20
Write the Lagrange shape functions for a 1D, 2noded elements.
Derive the conductance matrix for a 3 noded triangular element whose nodal coordinates are known. The element is to be used for two
dimensional heat transfer in a plate fin.
| Subject name | Finite Element Analysis |
| Short Name | FEA |
| Semester | 6 |
| Subject Code | ME8692 |
| Regulation | 2017 regulation |
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