Code: 13A03803
B.Tech IV Year II Semester (R13) Advanced Supplementary Examinations July 2018
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COMPOSITE MATERIALS
(Mechanical Engineering)
Time: 3 hours Max. Marks: 70
PART - A
(Compulsory Question)
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Answer the following: (10 X 02 = 20 Marks)
- (a) What are the applications of composite materials?
- (b) Differentiate between thermoplastics and thermosets.
- (c) What is pultrusion?
- (d) Define strain energy.
- (e) Explain briefly about the ply architecture.
- (f) Explain Hooke's law for a two dimensional unidirectional lamina.
- (g) What are the assumptions made in developing stress strain relationships?
- (h) Write the steps for analyzing a laminated composite subjected to the applied forces and moments.
- (i) What is failure envelope?
- (j) Explain Tsai- Hill theory.
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PART - B
(Answer all five units, 5 X 10 = 50 Marks)
UNIT - I
- (a) Explain briefly various applications of FRP.
- (b) Explain briefly classification and characteristics of composite materials.
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OR
- (a) Explain particulate composites and polymer composites.
- (b) Explain the basic terminology in fiber reinforced composites with examples.
UNIT - II
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4 What are the different types of fabrication methods of composites? Explain die molding.
OR
5 Find the compliance and stiffness matrix for a graphite/epoxy lamina. The material properties are given as: E1 = 181 GPa, E2 = 10.3 GPa, E3 = 10.3 GPa, V12 = 0.28, V23 = 0.6, V13 = 0.27 G12 = 7.17 GPa, G23 = 3.0 GPa, G31 = 7.0 GPa.
UNIT - III
6 Write stress - strain relations for a unidirectional lamina in terms of engineering constants referred to an arbitrary coordinate system (x, y).
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OR
7 Explain the basic approaches to the micromechanics of composite materials.
UNIT - IV
8 Explain the following:
- (a) Warpage of laminates.
- (b) Hygrothermal effects in a laminate.
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OR
9 Derive the effective in-plane engineering constants for a laminate.
UNIT - V
10 What are the different failure methods of composites? Explain.
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OR
11 Determine the first-ply failure strength of a [0/90]s laminate under uniaxial tension or compression based on: (i) The maximum stress criterion. (ii) Tsai-Wu criterion. (Assume any missing data)
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