Approved By: UGC AICTE
Duration: 2 Years |
Eligibility: Graduate or Equivalent |
Course Structure
Course Code |
Course Title |
Semester - I |
|
1MERET1 |
Renewable Energy Sources |
1MERET2 |
Advanced Thermodynamics |
1MERET3 |
Numerical Methods |
1MERET4 |
Advanced Heat Transfer |
1MERET5 |
Renewable Energy Lab - I |
Semester - II |
|
2MERET6 |
Solar Energy |
2MERET7 |
Wind Energy Technology |
2MERET8 |
Fuel Cell Technology |
2MERET9 |
Analysis of Power plants |
2MERET10 |
Renewable Energy Lab - II |
Semester - III |
|
3MERET11 |
Elective 1 |
3MERET12 |
Elective 2 |
3MERET13 |
Seminar |
3MERET14 |
Dissertation –I |
Semester - IV |
|
4MERET15 |
Dissertation -II |
List of Electives (For 3MERET11 & 3MERET12):Choose any two out of six given below.
|
Course Syllabus
Semester - I
1MERET1: Renewable Energy Sources
1MERET2: Advanced Thermodynamics (Common for 1METE2 & 1MERET2 )
Review of basic thermodynamic principles; entropy; availability; irreversibility; first and second law analysis of steady and unsteady systems; General thermodynamics relations; Fundamentals of partial derivatives; relations for specific heats; internal energy enthalpy and entropy; Joule - Thompson coefficient; Clapeyron equation. Multi component systems; Review of equation of state for ideal and real gases; thermodynamic surfaces; gaseous mixtures; fugacity; ideal solutions; dilute solutions; activity; non ideal liquid solutions. Multi component phase equilibrium ; Criteria of equilibrium; stability; heterogeneous equilibrium; binary vapour liquid systems; the nucleus of condensation and the behaviour of stream with formation of large and small drops; Gibbs Phase rule; higher order phase transitions. Thermodynamics of chemical reaction (combustion); internal energy and enthalpy - first law analysis and second law analysis; basic relations involving partial pressures; third law of thermodynamics; chemical equilibrium and chemical potential equilibrium constants; thermodynamics of low temperature.
Statistical mechanics - Maxwell - Boltzmann statistics; microstate and macrostates; thermodynamic probability; entropy and probability Bose Einstein statistics; Fermi Dirac statistics. Elementary concepts of irreversible thermodynamics.
1MERET3: Numerical Methods (Common to IMETE3 & 1MERET3)
Approximations: Accuracy and precision, definitions of round off and truncation errors, error propagation Algebraic equations : Formulation and solution of linear algebraic equations, Gauss elimination, LU decomposition, iteration methods ( Gauss - Siedel ), convergence of iteration methods, eigen values and eigen vectors. Interpolation methods: Newton's divided difference, interpolation
polynomials, Lagrange interpolation polynomials. Differentiation and Integration: High accuracy differentiation formulae, extrapolation, derivatives of unequally spaced data, Gauss quadrature and integration. Introduction to optimization methods: Local and global minima, Line searches, Steepest descent method, Conjugate gradient method, Quasi Newton method, Penalty function.
1METE 4: Advanced Heat Transfer Common for IMETE4 & 1MERET4)
Objective of Course : It provides the knowledge of advanced techniques for analysis of heat transfer processes in thermal systems.
Review : Review of the basic laws of conduction, radiation and convection.
Conduction : One dimensional steady state conduction with variable thermal conductivity and with internal distributed heat source; local heat source in non adiabatic plate. Extended surfaces-review; optimum fin of rectangular profile; straight fins of triangular and parabolic profiles; optimum profile; circumferential fin of rectangular profile; spines; design considerations.
Two dimensional steady state conduction; semi-infinite and finite flat plates temperature field in finite cylinders and in infinite semi cylinders.
Unsteady state conduction; sudden changes in the surface temperatures of infinite plate, cylinders and spheres; solutions using Groeber's and Heisler's charts for plates, cylinders and spheres suddenly immersed in fluids.
Radiation : Review of radiation principles; diffuse surfaces and the Lambert's Cosine law. Radiation through non-absorbing media; Hottel's method of successive reflections. Radiation through absorbing media; logarithmic decrement of radiation; apparent absorptivity of simple shaped gas bodies; net heat exchange between surfraces separated by absorbing medium; radiation of huminous gas flames.
Convection : Heat transfer in laminar flow; free convection between parallel plates; forced internal flow through circular tubes, fully developed flow; velocity and thermal entry lengths solutions with constant wall temperature and with constant heat flux; forced external flow over a flat plate; the two dimensional velocity and temperature boundary layer equations. Karman Pohlhoursen approximate integral method.
1MERET5: Renewable Energy Lab-I
The experiments may be designed based on the course 1MERET1.
Semester - II
2MERET6: Solar Energy
Solar radiation, its measurement and prediction. Flat plate collectors : liquid and air type. Theory of flat plate collectors, advanced collectors, optical design of concentrators, selective coatings, solar water heating, solar dryers, solar stills, solar cooling and refrigeration. Thermal storage. Conversion of heat into mechanical energy. Active and passive heating of buildings. Solar cells.
2MERET7: Wind Energy Technology
Wind Energy: Wind energy potential measurement, general theories of wind machines, basic laws and concepts of aerodynamics, aerofoil design; wind mill and wind electric generator. Description and performance of the horizontal–axis wind machines. Description and performance of the vertical–axis wind machines. The generation of electricity by wind machines, case studies.
2MERET8: Fuel Cell Technology
2MERET9: Analysis Of Power Plants
Introduction to economics of power generation. Load duration curves, location of power plants, power plant economics, Indian energy scenario.
2MERET10: Renewable Energy Lab-II
The experiments may be designed based on the theoretical courses taught during the second semester.