3rd Sem, AGRI

MA3301: Fourier Series and Linear Programming syllabus for Agri 2021 regulation

Fourier Series and Linear Programming detailed syllabus for Agriculture Engineering (Agri) for 2021 regulation curriculum has been taken from the Anna University official website and presented for the Agri students. For course code, course name, number of credits for a course and other scheme related information, do visit full semester subjects post given below.

For Agriculture Engineering 3rd Sem scheme and its subjects, do visit Agri 3rd Sem 2021 regulation scheme. The detailed syllabus of fourier series and linear programming is as follows.

Fourier Series and Linear Programming

Course Objectives:

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Unit I

FOURIER SERIES Dirichlets conditions – General Fourier series – Odd and even functions – Half range sine series and cosine series – Root mean square value – Parsevals identity Harmonic analysis.

Unit II

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Unit III

LINEAR PROGRAMMING PROBLEMS Mathematical formulation – Graphical method – Simplex method – Artificial variable techniques -Big M Method – Two phase Simplex method – Duality – Dual Simplex method.

Unit IV

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Unit V

NON-LINEAR PROGRAMMING PROBLEMS Lagrange multipliers – Equality constraints – Inequality constraints – Kuhn – Tucker Conditions -Quadratic programming.

Text Books:

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Reference Books:

  1. Kreyszig E, “Advanced Engineering Mathematics”, 10th Edition, John Wiley, New Delhi, India, 2016.
  2. Ravindran, Philips and Solberg “Operations Research, Principles and Practice”, 2nd Edition, Wiley, , New Delhi, 2007.
  3. Frederick S Hillier and Gerald J. Lieberman, “Introduction to Operations Research, Mc Graw Hill, New Delhi, 2017.
  4. J.K.Sharma , ” Operations Research – Theory and Applications “, Mac Millan India Ltd , 2nd Edition , New Delhi , 2003.
  5. Richard Bronson & Govindasami Naadimuthu, “Operations Research (Schaums Outlines -TMH Edition) Tata McGraw Hill, 2nd Edition, New Delhi, 2004.

Course Outcomes:

  1. Apply Fourier series techniques used in wide variety of situations in which the functions used are not periodic and to solve boundary value problems.
  2. Apply the Fourier transform techniques to solve boundary value problems.
  3. Develop a fundamental understanding of linear programming models, able to develop a linear programming model from problem description, apply the Simplex method for solving linear programming problems.
  4. Analyze the concept of developing , formulating , modeling and solving transportation and assignment problems.
  5. Determine the optimum solution for non-linear programming problems.

For detailed syllabus of all other subjects of Agriculture Engineering, 2021 regulation curriculum do visit Agri 3rd Sem subject syllabuses for 2021 regulation.

For all Agriculture Engineering results, visit Anna University Agri all semester results direct link.

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