Syllabus Of SE Mechanical For Solapur University

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I will help you here to get the Syllabus Of SE Mechanical Engineering program issued by Solapur University so that you can go through it easily?

Here is the syllabus

Semester-I
Analysis of Mechanical Elements

Applied Thermodynamics

Engineering Mathematics-III

Machine Tools and Processes

Machine Drawing

Computer Programming in C++

Workshop Practice-II

Environmental Science

Semester-II
Theory of Machine – I

Manufacturing Processes

Fluid Mechanics

Numerical Methods

Electrical and Electronics Technology

Computer Aided Machine Drawing

Workshop Practice – III

Environmental Science

SE Mechanical Engineering program of Solapur University
Section-I
Unit 1: Simple Stresses and Strains (06 Hrs)
Concept of stress and strain (tensile, compressive & shear), linear & lateral strains,
Volumetric strain, Hooke’s law, complementary shear stress, Elastic constants and their
relationships, stresses and strains in three dimensions, Stress-Strain diagram for ductile and
brittle materials, determination of stresses, strains and deformation in determinate
homogeneous and composite bars under concentrated loads, self weight and temperature
changes, factor of safety & working stress.
Unit 2: Torsion of Circular Shafts (04 Hrs)
Theory of torsion of circular shafts, assumptions, derivation of torsion formulae for solid and
hollow circular shafts, determination of torsional shear stress and angular twist for solid,
hollow, homogeneous and composite circular shafts in power transmission applications,
shafts in series and parallel under torsion.
Unit 3: Shear Force and Bending Moment Diagrams for Beams (05 Hrs)
Concept and definition of shear force and bending moment in determinate beams due to
concentrated loads, UDL, UVL and couples (analytical method only for cantilevers, simply
supported and overhanging beams), relation between shear force & bending moment
diagrams and determination of points of contraflexure and point of maximum bending
moment.
Unit 4: Principal Stresses and Strains (05 Hrs)
Normal and shear stresses on any oblique planes, concept of principal planes, principal
stresses and maximum shear stress (2-D cases only), planes of maximum shear, derivation of
expressions to determine principal stresses, maximum shear stress, positions of principal
planes and planes of maximum shear for various cases of loading (2-D only), graphical
method of Mohr’s circle of stresses, stresses due to combined torsion, bending and axial force
on shafts.
Section-II
Unit 5: Bending and Shear Stresses in Beams (07Hrs)
a) Bending Stresses in Beams : Symmetric pure bending of beams, assumptions and sign
conventions. Derivation of flexure’s formula, moment of resistance and section modulus for
commonly used cross sections (solid & hollow circular, rectangular, symmetrical and
unsymmetrical I-sections, T-sections etc.), determination of bending stresses and bending
stress distribution diagram for the beams.
b) Shear Stresses in Beams: Concept of shear stress in beams subjected to bending,
derivation of shear stress distribution formula, maximum and average shear stress,
determination of shear stresses and shear stress distribution diagram for beams with
commonly used sections like circular, symmetrical and unsymmetrical I-section, T section, Lsection
etc.
Unit 6: Slope and Deflection of Beams (05 Hrs)
Concept and definitions of slope and deflection, slope and deflection relations by double
integration method for cantilevers and simply supported beams subjected to point loads and
UDL for standard cases only. Use of moment area method to determine slope and deflection
for cantilevers and simply supported beams carrying point loads and UDL only.
Unit 7: Axially Loaded Columns (05 Hrs)
Concept of critical load and buckling, crippling and crushing stress, Euler’s theory,
assumption made & sign conventions. Derivation of Euler’s formulae for buckling load for
columns having various end connections, concept of equivalent length, limitations of Euler’s
formula, Slenderness ratio, safe load on a column, Rankine’s formula for critical load of any
column, determination of crippling load using Euler’s and Rankine’s formulae.
Unit 8: Strain Energy and Impact Load (03 Hrs)
Concept of strain energy or resilience, strain energy in tension and compression for axially
loaded members due to gradual, sudden and impact loads, strain energy due to shear stress,
strain energy due to torsion, proof stress and modulus of resilience.
TERM WORK
Term work shall consist of eight assignments on the units given below. Assignment must
include a few theory questions along with different varieties of problems and objective
questions.
List of Assignments:
1. Simple stresses and strains
2. Torsion of circular shafts
3. Shear force and bending moment diagrams for beams
4. Principal stresses and strains
5. Bending and shear stresses in beams
6. Slope and deflection of beams
7. Axially loaded columns
8. Strain energy
Text Books:
1. Rajput R. K., Strength of materials, S. Chand & Co.Ltd., New Delhi
2. Bansal R.K., Strength of materials, Laxmi publications (P) Ltd., New Delhi
Reference Books:
1. Basu A. R., Strength of materials, Dhanpat Rai & Co. (P) Ltd., Delhi
2. Khurmi R. S. & Gupta J. K., Strength of materials, S. Chand & Co.Ltd., New Delhi
3. Ramamrutham S., Strength of materials, Dhanpat Rai & Co. (P) Ltd., Delhi
4. Beer and Johnson, Strength of materials, Mc-Graw Hill International student series
5. Timoshenko & Young, Strength of materials, CSB Publishers

Address:-
Solapur University
Solapur Pune National Highway, Kegaon, Solapur, Maharashtra 413255

Phone:-
0217 274 4770

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