Exam Details
| Subject | Finite Element Analysis | |
| Paper | ||
| Exam / Course | Diploma in Mechanical Engineering (DMEVI)& B.Tech. MECHANICAL ENGINEERING 1-4 (BTMEVI) | |
| Department | School of Engineering & Technology (SOET) | |
| Organization | indira gandhi national open university | |
| Position | ||
| Exam Date | June, 2016 | |
| City, State | new delhi, |
Question Paper
Define FEM. Give the details of element shapes usually employed for modelling components.
What are the various types of analyses carried out by using FEM Explain in detail.
How would you formulate a frame element that would be able to model a buckling problem Explain.
Derive the stiffness matrix for a spring element consisting of 2 nodes with a single degree of freedom (axial deflection) at each node.
<img src='./qimages/11348-2b.jpg'>
Discuss about Isoparametric elements. Describe its features and characteristics.
Describe the following briefly:
h and p versions of FEM
Rayleigh-Ritz method
4. The figure given below shows a truss consisting of three elements whose EA/L value is 1000 N/mm. Calculate the deflection at node 2.
<img src='./qimages/11348-4.jpg'>
Distinguish between a truss and a frame.
How can a three-dimensional problem be reduced to a two-dimensional approach Explain in detail.
Explain the steps involved in the analysis of beams.
Compare the variational residual methods in detail. and weighted
7. Write short notes on the following:
Degree of Freedom
Boundary Condition
Co-ordinate System
FEA Software Packages
What are the various types of analyses carried out by using FEM Explain in detail.
How would you formulate a frame element that would be able to model a buckling problem Explain.
Derive the stiffness matrix for a spring element consisting of 2 nodes with a single degree of freedom (axial deflection) at each node.
<img src='./qimages/11348-2b.jpg'>
Discuss about Isoparametric elements. Describe its features and characteristics.
Describe the following briefly:
h and p versions of FEM
Rayleigh-Ritz method
4. The figure given below shows a truss consisting of three elements whose EA/L value is 1000 N/mm. Calculate the deflection at node 2.
<img src='./qimages/11348-4.jpg'>
Distinguish between a truss and a frame.
How can a three-dimensional problem be reduced to a two-dimensional approach Explain in detail.
Explain the steps involved in the analysis of beams.
Compare the variational residual methods in detail. and weighted
7. Write short notes on the following:
Degree of Freedom
Boundary Condition
Co-ordinate System
FEA Software Packages
Other Question Papers
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Subjects
- Advanced Dynamics Of Machine
- Automobile Engineering
- Combustion Engineering
- Computer Aided Manufacturing
- Computing Aided Design
- Design of Machine Elements
- Engineering Metallurgy
- Engineering Thermodynamics
- Experimental Stress Analysis
- Finite Element Analysis
- Fluid Mechanics
- Heat And Mass Transfer
- Heat Transfer
- I.C. Engines
- Industrial Engineering
- Industrial Ergonomics
- Industrial Measurement And Quality Control
- Industrial Organization And Management
- Kinematics and Dynamics of Machines
- Machine Design - I
- Machine Design-Ii
- Machine Drawing
- Machines Tools
- Maintenance Engineering
- Material Science
- Materials Handling
- Mechanical System Design
- Mechanical Vibration
- Mechanics Of Materials
- Mechatronics
- Metrology
- Metrology And Quality Control
- Non-Conventional Energy Resources
- Non-Destructive Testing
- Nuclear Power Engineering
- Optimisation Techniques In Engineering
- Optimization For Engineering Design
- Power Plant Engineering
- Power Transmitting Elements
- Product Development And Design
- Production And Operations Management
- Production Technology - Ii
- Production Technology-I
- Refrigeration And Air Conditioning
- Refrigeration System
- Robotics
- Safety Engineering
- Technical Entrepreneurship
- Thermal Engineering
- Thermal Engineering - I
- Thermofluid Engineering
- Total Quality Management (Tqm)
- Tribology
- Turbo Machines
- Unconventional Manufacturing Processes
- Welding Engg.