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Finite Element Analysis: Introduction
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Finite Element Analysis: Introduction
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25 Questions

1. In finite element modeling nodal points are connected by unique ________
2. Global nodes corresponds to _______
3. On Belleville spring the load is applied in ______
4. Discretization includes __________ numbering.
5. In a Belleville spring, load-deflection characteristics and stress distribution can be obtained by dividing the area into ____
6. What is the Global stiffness method called?
7. In finite element modeling every element connects to _______
8. Modeling of a cylinder of infinite length subjected to external pressure. The length dimensions are assumed to be _____
9. Principal of minimum potential energy follows directly from the principal of ________
10. The condition that nodes at the internal radius have to displace radially by δ , a large stiffness C is added to the _____
11. Which relations are used in one dimensional finite element modeling?
12. We can obtain same assembly procedure by Stiffness matrix method and _______
13. In the Belleville spring, the load-deflection curve is _____
14. A steel sleeve inserted into a rigid insulated wall. The sleeve fits snugly, and then the temperature is raised by _____
15. How is Assembly of stiffness matrix symbolically denoted?
16. By element stiffness matrix we can get relation of members in an object in _____
17. The points at where kinetic energy increases dramatically then those points are called _______
18. The loading on an element includes _______
19. Local node number corresponds to ______________
20. Press fit of a ring of length L and internal radius rj onto a rigid shaft of radius r1+δ is considered. When symmetry is assumed about the mid plane, this plane is restrained in the _____
21. In one dimensional problem, each node has _________ degrees of freedom.
22. From where does the global load vector F is assembled?
23. Axisymmetry implies that points lying on the z- axis remains _____ fixed.
24. For a Belleville spring the load is applied on _____
25. What is the actual equation of stiffness matrix?

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