ANNA UNIVERSITY : CHENNAI 600 025
CURRICULUM 2004 (Offered in Colleges affiliated to Anna University)
LIST OF ELECTIVES FOR B.E DEGREE PROGRAMME MECHANICAL ENGINEERING
ELECTIVES FOR VIII SEMESTER
CURRICULUM 2004 (Offered in Colleges affiliated to Anna University)
LIST OF ELECTIVES FOR B.E DEGREE PROGRAMME MECHANICAL ENGINEERING
ELECTIVES FOR VIII SEMESTER
ME1016 ADVANCED STRENGTH OF MATERIALS 3 0 0 100
OBJECTIVE
• To analyse the stresses and deformations through advanced mathematical models.
• To estimate the design strength of various industrial equipments.
OBJECTIVE
• To analyse the stresses and deformations through advanced mathematical models.
• To estimate the design strength of various industrial equipments.
1. ANALYSIS OF PLATES 8
Mathematical modeling of plates with normal loads – Point and Distributed Loads – Support conditions – Rectangular plates - Stresses along coordinate axes – Plate deformations – Axi-symmetric plates – Radial and tangential stresses – plate deflections.
Mathematical modeling of plates with normal loads – Point and Distributed Loads – Support conditions – Rectangular plates - Stresses along coordinate axes – Plate deformations – Axi-symmetric plates – Radial and tangential stresses – plate deflections.
2. THICK CYLINDERS AND SPHERES 10
Equilibrium and compatibility conditions - Lame’s Theorem – Boundary conditions – distribution of radial and tangential stresses – compound cylinders – Interference fits - Stresses due to temperature distributions.
Equilibrium and compatibility conditions - Lame’s Theorem – Boundary conditions – distribution of radial and tangential stresses – compound cylinders – Interference fits - Stresses due to temperature distributions.
3. ROTATING DISCS 10
Lame-Clayperon Theorem – radial and tangential stresses in discs due to centrifugal effects – boundary conditions – solid and hollow discs – Interference fit on shafts –Strengthening of the hub – residual stresses – Autofrettege – Discs of variable thickness – Disc profile for uniform strength.
Lame-Clayperon Theorem – radial and tangential stresses in discs due to centrifugal effects – boundary conditions – solid and hollow discs – Interference fit on shafts –Strengthening of the hub – residual stresses – Autofrettege – Discs of variable thickness – Disc profile for uniform strength.
4. BEAMS ON ELASTIC FOUNDATION 8
Infinite beam subjected to concentrated load – Boundary Conditions – Infinite beam subjected to a distributed load segment – Triangular load – Semi infinite beam subjected to loads at the ends and concentrated load near the ends – Short beams.
Infinite beam subjected to concentrated load – Boundary Conditions – Infinite beam subjected to a distributed load segment – Triangular load – Semi infinite beam subjected to loads at the ends and concentrated load near the ends – Short beams.
5. CURVED BEAMS AND CONTACT STRESSES 9
Analysis of stresses in beams with large curvature – Stress distribution in curved beams – Stresses in crane hooks and C clamps – Contact Stresses – Hertz equation for contact stresses – applications to rolling contact elements.
TOTAL : 45
TEXT BOOKS
1. Boresi A.P., Schmidt R.J., “Advanced Mechanics of Materials”, John Wiley and Sons, Sixth edition, 2003.
2. Dally J.W. and Riley W.F, “Experimental Stress Analysis”, John Wiley and Sons 2003
Analysis of stresses in beams with large curvature – Stress distribution in curved beams – Stresses in crane hooks and C clamps – Contact Stresses – Hertz equation for contact stresses – applications to rolling contact elements.
TOTAL : 45
TEXT BOOKS
1. Boresi A.P., Schmidt R.J., “Advanced Mechanics of Materials”, John Wiley and Sons, Sixth edition, 2003.
2. Dally J.W. and Riley W.F, “Experimental Stress Analysis”, John Wiley and Sons 2003
REFERENCES
1. Burr A. H., CheathAm J.B., “Mechanical Analysis and Design”, Prentice Hall of India, Second edition, 2001.
2. Den-Hartog J.P., “Strength of Materials”, John Wiley and Sons.
1. Burr A. H., CheathAm J.B., “Mechanical Analysis and Design”, Prentice Hall of India, Second edition, 2001.
2. Den-Hartog J.P., “Strength of Materials”, John Wiley and Sons.
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