Jadavpur University Metallurgy Department
 

Can you provide me the syllabus/course structure of Bachelor in Metallurgical and Material Engineering Program as offered by Jadavpur University?

Re: Jadavpur University Metallurgy Department
 

The syllabus/course structure of Bachelor in Metallurgical and Material Engineering Program as offered by Jadavpur University is as follows:

Met/Chem/T/111 : CHEMISTRY-I
Surface effects: Definition and concepts of surface/interfacial tensions, surface free energy, surface entropy and surface concentration. Thermodynamics of surfaces and interfaces - Gibbs Adsorption isotherm, Langmuir's isotherm, and other adsorption isotherms, curved interfaces.
Viscosity and its determination; effect of temperature on viscosity.
Catalysis and its mechanism and applications.
Theory of inorganic qualitative analysis; solubility product and its application in analysis; hydrolysis, ionic product of water, pH, buffer, common ion effect, and their applications.
Redox systems; red-ox potentials and their use in chemistry.
Environmental chemistry; pollution control in air, water; greenhouse gases, NOx, SOx, SPM, BOD, pH etc.
Colloidal systems; their classification and applications.
Nuclear chemistry, Photochemistry.


Met/CSE/T/112: COMPUTER PROGRAMMING
Writing flow chart, Fortran language, details of format , do loops subprogrammes, sub-routines , order of Fortan statement , etc, C-Programmes ,details of programmes , I/O files, C-Processor.

Met/Math/T/113: MATHEMATICS-IN
Real numbers, Functions of a single variable: Concept of limit, successive differentiation, Rolle’s theorem,
Mean value theorem, Taylor’s series, Maclaurin’s series, Maxima and minima.
Functions of several variables: Limit, continuity, Partial derivatives. Different partial derivatives of a composite function. Euler’s theorem, Total derivatives and directional derivatives.
Properties of definite integrals. Fundamental theorem of integral calculus. Improper integrals. Beta and Gamma functions multiple integrals. Applications: Arc length and areas of plane curves.
Volumes and surface areas of solids of revolution, Sequence and infinite series, Convergence and divergence of infinite series. Comparison test. D’Alembert’s ratio test and Cauchy’s root test.

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