This article code MF3391 explains the subject syllabus of Anna University B.E Manufacturing Engineering third semester. We aim to provide the mechanics of materials syllabus based on regulation 2021.
We intend to give helpful information regarding the syllabus Of Anna University B.E Manufacturing Engineering students. Subject code MF3391 – Mechanics of Materials syllabus assists the students in getting unit-wise info without leaving a topic from the syllabus. We included the required textbooks and references. The following image we added in this article will help you just by reading you will be able to get the whole syllabus of this subject. Hope you find this information useful. Never forget to share with your friends if you like this information. Comment below if you have any doubts regarding the syllabus of the subject.
If you want to know more about the syllabus of B.E. Manufacturing Engineering connected to an affiliated institution’s four-year undergraduate degree program. We provide you with a detailed Year-wise, semester-wise, and Subject-wise syllabus in the following link B.E. Manufacturing Engineering Syllabus Anna University Regulation 2021.
Aim Of Objectives:
The main learning objective of this course is to prepare students for:
- Applying the principle concepts behind stress, strain and deformation of solids for various engineering applications.
- Analyzing the transverse loading on beams and stresses in beam for various engineering applications.
- Analyzing the torsion principles on shafts and springs for various engineering applications.
- Analyzing the deflection of beams for various engineering applications.
- Analyzing the thin and thick shells and principal stresses in beam for various engineering applications.
MF3391 – Mechanics of Materials Syllabus
Unit – I: Stress And Strain
Introduction, Hooke’s law, Calculation of stresses in straight, Stepped and tapered sections, Composite sections, Stresses due to temperature change, Shear stress and strain, Lateral strain and Poisson’s ratio, Generalized Hooke’s law, Bulk modulus, Relationship between elastic constants.
Unit – II: Analysis Of Stress And Strain
Plane stress, Stresses on inclined planes, Principal stresses and maximum shear stress, Principal angles, Shear stresses on principal planes, Maximum shear stress, Mohr circle for plane stress conditions. Cylinders: Thin cylinder: Hoop’s stress, maximum shear stress, circumferential and longitudinal strains, thick cylinders: Lames equations.
Unit – III: Shear Forces And Bending Moments
Type of beams, Loads and reactions, Relationship between loads, shear forces and bending moments, Shear force and bending moments of cantilever beams, Pin support and roller supported beams subjected to concentrated loads and uniformly distributed constant/varying loads.
Stress in Beams: Pure bending, Curvature of a beam, Longitudinal strains in beams, Normal stresses in Beams with rectangular, circular, ‘I’ and ‘T’ cross sections, Flexure Formula, Bending Stresses, Deflection of beams (Curvature).
Unit – IV: Torsion
Circular solid and hallow shafts, Torsional moment of resistance, Power transmission of straight and stepped shafts, Twist in shaft sections, Thin tubular sections, thin- w a l l e d sections Columns: Buckling and stability, Critical load, Columns with pinned ends, Columns with other support conditions, Effective length of columns, Secant formula for columns.
Unit – V: Strain Energy
Castiglioni’s theorem I and II, Load deformation diagram, Strain energy due to normal stresses, Shear stresses, Modulus of resilience, Strain energy due to bending and torsion.
Theories of Failure: Maximum Principal stress theory, Maximum shear stress theory.
Text Books:
- Bansal, R.K., Strength of Materials, Laxmi Publications (P) Ltd., 2007.
- Jindal U.C., Strength of Materials, Asian Books Pvt. Ltd., New Delhi, 2007.
References:
- Egor. P.Popov “ Engineering Mechanics of Solids” Prentice Hall of India, New Delhi, 2001.
- Ferdinand P. Beer, Russell Johnson, J.r. and John J. Dewole Mechanics of Materials, Tata McGraw Hill publishing ‘co. Ltd., New Delhi.
- Hibbeler, R.C., Mechanics of Materials, Pearson Education, Low Price Edition, 2007.
- Subramanian R., Strength of Materials, Oxford University Press, Oxford Higher Education Series, 2007.
- Hibbeler, R. C. Mechanics of Materials. 6th ed. East Rutherford, NJ: Pearson Prentice Hall, 2004.
Related Posts On Semester – III:
- MA3351 – Transforms and Partial Differential Equations
- ME3392 – Engineering Materials and Metallurgy
- MF3301 – Machining Technology
- CE3391 – Fluid Mechanics and Machinery
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