ME2254 Strength of Materials Nov Dec 2010 Question Paper Free Download
Anna University Chennai Mechanical Engineering Strength of Materials SOM Question Paper CE6306
Question Paper Code : 53201
B.E./B.Tech. DEGREE EXAMINATION, Nov Dec 2010
Fourth Semester in R-2008 / Third Semester in R-2013
Mechanical Engineering
ME2254 Strength of Materials
(Common to Production Engineering and Automobile Engineering)
(Regulation 2008)
(Common to PTME 2254 - Strength of Materials for B.E (Part-Time) Third Semester, Mechanical Engineering, Regulation 2009)
Time : Three hours
Maximum : 100 marks
Note: New Subject Code in R-2013 is CE6306
Answer ALL questions
PART A — (10 × 2 = 20 Marks)
1. State the principle of superposition.
2. Define “Shear Stress”.
3. Write down any four types of beams.
4. Write the expression for section modulus.
5. What is meant by stiffness of spring?
6. What is a laminated spring?
7. Mention any two methods of finding the slope and deflection of beams.
8. Write down the equations for maximum deflection of a simply Supported beam loaded with a central point load.
9. Define “Thin Shell”.
10. Mention the types of stresses produced in thin cylindrical shells.
Attachments:
Anna University Chennai Mechanical Engineering Strength of Materials SOM Question Paper CE6306
Question Paper Code : 53201
B.E./B.Tech. DEGREE EXAMINATION, Nov Dec 2010
Fourth Semester in R-2008 / Third Semester in R-2013
Mechanical Engineering
ME2254 Strength of Materials
(Common to Production Engineering and Automobile Engineering)
(Regulation 2008)
(Common to PTME 2254 - Strength of Materials for B.E (Part-Time) Third Semester, Mechanical Engineering, Regulation 2009)
Time : Three hours
Maximum : 100 marks
Note: New Subject Code in R-2013 is CE6306
Answer ALL questions
PART A — (10 × 2 = 20 Marks)
1. State the principle of superposition.
2. Define “Shear Stress”.
3. Write down any four types of beams.
4. Write the expression for section modulus.
5. What is meant by stiffness of spring?
6. What is a laminated spring?
7. Mention any two methods of finding the slope and deflection of beams.
8. Write down the equations for maximum deflection of a simply Supported beam loaded with a central point load.
9. Define “Thin Shell”.
10. Mention the types of stresses produced in thin cylindrical shells.
Attachments:
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