PTU Mechanical Syllabus

Where PTU Mechanical Syllabus is available? will i get this along with the prospectus of course..

Here I am providing you the syllabus for the B.tech mechanical course :

B.tech mechanical syllabus :

3rd semester syllabus :
Strength of Materials-I
Strength of Materials
Lab.
Theory of Machines-I
Engineering Materials & Metallurgy
Engineering Materials
and Metallurgy Lab.
Machine Drawing
Applied Thermodynamics -I
Manufacturing Process – I
Manufacturing Process – I Lab.
Workshop Training*
Advisory meeting

4th semester syllabus :
Mathematics-III
Strength of Materials – II
Theory of Machines – II
Theory of Machines Lab
Fluid Mechanics –I
Fluid Mechanics-I Lab
Applied Thermodynamics -II
Applied Thermodynamics Lab
Manufacturing Process-II
Manufacturing Process-II Lab
General Fitness
Advisory meeting

For the complete syllabus I am attaching a PDF file with it .

contact details :
Address: Jalandhar- Kapurthala Highway, Near Pushpa Gujral Science City, Kapurthala, Punjab 144601
Phone: 0182 266 2521

Attached Files Available for Download

PTU Btech mechanical syllabus.pdf (411.9 KB, 122 views)

The syllabus for Mechanical Enigeering from PTU is availble on official website. You need to go to the official website. In the Engineering Syllabus tab on syllabus section all the syllabus detail of
2002,2003, 2004 onwards are given in the PDF file format. One can see and download from there..

Give me syllabus for the B.tech mechanical course offered by the PTU ?

Can you provide me the Syllabus of B. Tech. Mechanical Engineering [M.E.] Program offered by the Punjab Technical University Kapurthala?

The Syllabus of B. Tech. Mechanical Engineering [M.E.] Program offered by the Punjab Technical University Kapurthala is as follows:



Third Semester

BTME 301 Strength of Materials – I
Course Objective/s and Expected Outcome/s: The course is designed to understand the basic concepts of stress, strain and their variations due to different type of loading. The concept of
Mechanical properties, Poisson’s ratio, bulk modulus, elastic modulus, modulus of rigidity, combined stress and strain, principal stress, principal plane, bending moment and shear force in beam under various loading conditions, Understanding of torsional shear stress in solid and hollow shaft; principal and maximum shear stress in a circular shaft subjected to combined stresses, stresses in struts and columns subjected to axial load; bending stress, slope and deflection under different loading and supporting conditions. After the study of this course, a student is expected to analyze different stresses, strains and deflection for designing a simple mechanical element under various loading conditions.


Unit –I
Simple, Compound Stresses and Strains: Stress and Strain and their types, Hook’s law, longitudinal and lateral strain, Poisson’s ratio, stress-strain diagram for ductile and brittle materials, extension of a bar due to without and with self weight, bar of uniform strength, stress in a bar, elastic constants and their significance, relation between elastic constants, Young’s modulus of elasticity, modulus of rigidity and bulk modulus. Temperature stress and strain calculation due to axial load and variation of temperature in single and compound bars Two dimensional stress system, stress at a point on a plane, principal stresses and principal planes, Mohr’s circle of stress ellipse of stress and their applications Generalized Hook's law, principal stresses related to principal strains.


Unit –II
Bending Moment (B.M) and Shear Force (S.F) Diagrams: S.F and B.M definitions; relation between load, shear force and bending moment; B.M and S.F diagrams for cantilevers, simply supported beams with or without overhangs, and calculation of maximum B.M and S.F and the point of contra flexure under the following loads:
a) Concentrated loads
b) Uniformity distributed loads over the whole span or part of span
c) Combination of concentrated and uniformly distributed load
d) Uniformly varying loads
e) Application of moments


Unit –III
Bending Stresses In Beams: Assumptions in the simple bending theory; derivation of formula and its application to beams of rectangular, circular and channel, I and T- sections. Combined direct and bending stresses in afore-mentioned sections, composite / flitched beams


Unit –IV
Torsion: Derivation of torsion equation and its assumptions and its application to the hollow and solid circular shafts. Torsional rigidity, combined torsion and bending of circular shafts; principal stress and maximum shear stresses under combined loading of bending and torsion.


Unit –V
Columns and struts: Introduction, failure of columns, Euler’s formula, Rankine-Gordon’s formula, Johnson’s empirical formula for axially loaded columns and their applications.


Unit –VI
Slope and deflection: Relationship between moment, slope and deflection; method of integration, Macaulay’s method, moment area method and use of these methods to calculate slope and deflection for the following:
a) Cantilevers
b) Simply supported beams with or without overhang
c) Under concentrated loads, uniformly distributed loads or combination of concentrated & uniformly distributed loads.


Suggested Readings / Books:
• D.S. Bedi, Strength of Materials, Khanna Book Publishing Company
• E.P. Popov, Mechanics of Materials-(SI Version), Prentice Hall India
• R.S Lehri and A.S. Lehri, Strength of Materials, Kataria and Sons
• S.S.Rattan, Strength of Materials, Tata McGraw Hill
• Timoshenko and Young, Elements of Strength of Materials, East West Press (EWP).
• James M Gere and Barry J. Goodno, Strength of Materials, Cengage Learning


Syllabus of B. Tech. Mechanical Engineering [M.E.] Punjab Technical University Kapurthala

Attached Files Available for Download

Syllabus of B. Tech. Mechanical Engineering [M.E.] Punjab Technical University Kapurthala.pdf (1.88 MB, 10 views)