

MCQOPTIONS
Saved Bookmarks
This section includes 10 Mcqs, each offering curated multiple-choice questions to sharpen your Finite Element Method knowledge and support exam preparation. Choose a topic below to get started.
1. |
Which technique do traditional workloads use? |
A. | Scale out technique |
B. | Scale up technique |
C. | Building technique |
D. | Shrinking technique |
Answer» C. Building technique | |
2. |
What is the Global stiffness method called? |
A. | Multiple matrix |
B. | Direct stiffness matrix |
C. | Unique matrix |
D. | Vector matrix |
Answer» C. Unique matrix | |
3. |
By element stiffness matrix we can get relation of members in an object in _____ |
A. | Different matrices |
B. | One matrix |
C. | Identity matrix |
D. | Singular matrix |
Answer» C. Identity matrix | |
4. |
We can obtain same assembly procedure by Stiffness matrix method and _______ |
A. | Potential energy method |
B. | Rayleigh method |
C. | Galerkin approach |
D. | Vector method |
Answer» D. Vector method | |
5. |
The points at where kinetic energy increases dramatically then those points are called _______ |
A. | Stable equilibrium points |
B. | Unstable equilibrium points |
C. | Equilibrium points |
D. | Unique points |
Answer» C. Equilibrium points | |
6. |
Principal of minimum potential energy follows directly from the principal of ________ |
A. | Elastic energy |
B. | Virtual work energy |
C. | Kinetic energy |
D. | Potential energy |
Answer» C. Kinetic energy | |
7. |
From where does the global load vector F is assembled? |
A. | Element force vectors only |
B. | Point loads only |
C. | Both element force vectors and point loads |
D. | Undefined |
Answer» D. Undefined | |
8. |
What is the actual equation of stiffness matrix? |
A. | K= ( begin{bmatrix}1 & -1 -1 & 1 end{bmatrix} ) |
B. | K= ( frac{AE}{l} begin{bmatrix}1 -1 end{bmatrix} ) |
C. | K= ( frac{AE}{l} ) |
D. | K= ( frac{AE}{l} begin{bmatrix}1 & -1 -1 & 1 end{bmatrix} ) |
Answer» E. | |
9. |
What is the Strain energy equation? |
A. | U<sub>e</sub>= ( frac{1}{2} )q<sup>T</sup>k<sup>e</sup>q |
B. | U<sub>e</sub>= ( frac{1}{2} )q<sup>e</sup>k<sup>e</sup>q |
C. | U<sub>e</sub>= ( frac{1}{2} )qk<sup>e</sup> |
D. | U<sub>e</sub>= ( frac{1}{2} )q<sup>T</sup>k<sup>e</sup> |
Answer» B. U<sub>e</sub>= ( frac{1}{2} )q<sup>e</sup>k<sup>e</sup>q | |
10. |
How is Assembly of stiffness matrix symbolically denoted? |
A. | K={k}<sup>e</sup> |
B. | K <sub>e</sub>K<sup>e</sup> |
C. | K K<sup>e</sup> |
D. | Undefined |
Answer» C. K K<sup>e</sup> | |