Download BPUT Syllabus through this page. Biju Patnaik University of Technology conducts yearly and monthly examination for the candidates pursuing UG and PG Programmes such as B.Tech, M.Tech, BCA, B.Pharm, M.Sc, MBA. So aspirants who are pursuing any course from this university can download BPUT Syllabus 2020 from this page.
BPUT Syllabus Highlights 2020:
|Conducting Body||Biju Patnaik University of Technology|
|Courses||B.Tech, M.Tech, BCA, B.Pharm, M.Sc, MBA and Others|
|Category||BPUT Syllabus 2020|
Download BPUT Syllabus PDFs 2020:
|M. Sc Syllabus of BPUT 2020 Applied Physics||Download Here|
|BPUT M. Sc Syllabus for Applied Chemistry||Download Here|
|BPUT M. Sc Syllabus Mathematics & Computing 2020||Download Here|
|B.Tech 1st Year Syllabus||Download Here|
|B.Tech Petroleum 5th Semester||Download Here|
|BPUT Syllabus M. tech||Download Here|
|Credit Distribution Structure For M.TECH Admission||Download Here|
|BPUT Exam Syllabus of MBA 2020||Download Here|
|BPUT B Pharm Syllabus 2020||Download Here|
|BPUT Syllabus For Applied Mathematics – III||Download Here|
|BPUT Syllabus B Tech 2020||Download Here|
|B.Tech (Mechanical Engineering)||Download Here|
|B.Tech (I&EE) detail Syllabus||Download Here|
|B.Tech( Civil Engineering)||Download Here|
|BPUT MCA Syllabus||Download Here|
BPUT Syllabus 2020
BPUT Syllabus of MBA
|Module – V|
The concerned faculty shall have the liberty to define the course contents under this module and teach students accordingly
Check Here: How to Solve Objective Type Questions
M.Tech BPUT Syllabus
|Introduction to RM:|
|Measurement and Data Collection. Primary data, Secondary data, Design of questionnaire ; Sampling fundamentals and sample designs. Measurement and Scaling Techniques, Data Processing.|
|Data Analysis – I:|
|Data Analysis – II:|
BPUT Syllabus for M.Sc
FPYC-101 CLASSICAL MECHANICS & SPECIAL THEORY OF RELATIVITY-I
Constraints, Classification of constraints, Principle of virtual work, D’Alembert’s principle and its application.
limitations of Newtonian formulation, degrees of freedom , generalized coordinates and velocities, Derivation of Lagrange’s equation, Calculus of variation, Euler – Lagrange equation, derivation of Lagrange’s equation from Hamilton’s principle , simple application of Lagrange’s equation, Cyclic coordinates , Symmetry and conservation theorems.
Phase Space and the motion of the system Hamiltonian Hamilton’s Canonical Equation of motion Physical significance of H Advantage of Hamiltonian approach Deduction of canonical equation from variational principle Hamiltonian canonical equation of motion in different co ordinate system Application of Hamilton’s equation of motion in different co ordinate system Application of hamiltonian’s equation of motion Hamiltonian for charged particle in an electromagnetic field Principle of least action.
Canonical or Contact transformations, Advantage of Canonical transformation, example of canonical transformation Solution of simple harmonic oscillator problem Condition for transformation to be canonical.
|Infinitesimal contact transformation.|
|Hamiltonian Jacobi Method, Solution of harmonic oscillator problem by Hamilton Jacobi Method.|
Particle Falling Freely, Hamilton Jacobi equation for Hamilton Characteristic function.
Poisson Bracket-Definition Invariance of poission bracket with respect to canonical transformation Equation of motion in poisson bracket form Jacobi’s identity Infinitesimal contact transformation interpretation in terms of poision’s bracket The angular momentum and poisson bracket Poisson bracket in quantum mechanics Lagrange bracket Relation in Lagrange and poisson bracket Liouvilies Theorem.
|Galilean transformation (GT) Invariance of Newton’s laws and laws of conservation of linear momentum and kinetic energy under GT.|
Michelson Morley experiment postulates of special theory of relativity Lorentz transformation length contraction time dilation Velocity transformation relativistic mass and momentum mass energy relation.
Details Of : Tips to Create Your Own Study Guide
FPYC-102 HEAT AND THERMODYNAMICS
Thermodynamical system , Principles of thermodynamics , concept of thermodynamic state , Zeroth law of thermodynamics , work done in isothermal and isobaric processes, Heat and work ,Free energy and their application, internal energy function and the first law of thermodynamics , application to various processes , CP – CV , Equation of state for adiabatic process, work done in adiabatic process , Equations of state. Ideal gases and their PVT relations, Gas mixtures.
Zeroeth law of thermodynamics, Heat capacity, Second law of thermodynamics, Carnot’s engine, Carnot theorem, The thermodynamic scale of temperature, Entropy, entropy change in reversible and irreversible processes, mathematical formulation of second law, Maxwell’s relations, first TdS equation, second TdS equation, Phase change, Clausius-Clapeyron equation
|Module-I : (14 Hours)|
|Module-II : (14 Hours)|
|Module-III : (12 Hours)|
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|BPUT Exam Schedule||BPUT Result|
Steps to download BPUT Syllabus 2020
To download BPUT Syllabus for B.Tech, M.Tech, BCA, B.Pharm, M.Sc, MBA 2020, candidates can follow the below mentioned procedure:
- First and foremost step of candidate is to visit the official website of Biju Patnaik University of Technology that is bput.ac.in
- After that navigate the homepage and take your cursor to Academic tab in the above menu bar
- Now hit on BPUT Syllabus link under drop down list of Academic tab
- After that a new page will get opened on your screen, just choose the suitable Biju Patnaik University of Technology Syllabus link
- Afterwards your BPUT Syllabus 2020 will get appeared on your screen
- At last download it and take hard copy of it for further usage.
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About BPUT Exam 2020:
BPUT Syllabus is provided here for B.Tech, M.Tech, BCA, B.Pharm, M.Sc, MBA and other. Students studying in same organization and looking for the BPUT Syllabus 2020 are advised to go through this page soon.
Biju Patnaik University of Technology Syllabus:
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