Finite Element Analysis Syllabus for VTU BE 2017 Scheme (Open Elective-2)

Finite Element Analysis detail syllabus for various departments, 2017 scheme is taken from VTU official website and presented for VTU students. The course code (17CV664), and for exam duration, Teaching Hr/week, Practical Hr/week, Total Marks, internal marks, theory marks, duration and credits do visit complete sem subjects post given below.

For all other open elective-2 syllabus for vtu be 2017 scheme you can visit Open Elective-2 syllabus for VTU BE 2017 Scheme Subjects. The detail syllabus for finite element analysis is as follows.

Course Objectives:

This course will enable students to;

1. Develop analytical skills.
2. Learn principles of analysis of stress and strain.
3. Develop problem solving skills.
4. Understand the principles of FEM for one and two dimensional problems.

Module 1
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Module 2

Discritisation; finite representation of infinite bodies and discritisation of very large bodies, Natural Coordinates , Shape functions; polynomial, LaGrange and Serendipity , one dimensional formulations; beam and truss with numerical examples

Module 3

2D formulations; Constant Strain Triangle, Linear Strain Triangle, 4 and 8 noded quadrilateral elements, Numerical Evaluation of Element Stiffness -Computation of Stresses, Static Condensation of nodes, degradation technique, Axisymmetric Element

Module 4
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Module 5

Techniques to solve nonlinearities in structural systems; material, geometric and combined non linearity, incremental and iterative techniques. Structure of computer program for FEM analysis, description of different modules, exposure to FEM softwares.

Course Outcomes:

The student will have the knowledge on advanced methods of analysis of structures
Program

Course Objectives:

Engineering knowledge Problem analysis Interpretation of data

Text Books:

1. Krishnamoorthy C.S., Finite Element analysis -Tata McGraw Hill
2. Desai C &Abel J F.,” Introduction to Finite element Method” , East West Press Pvt. Ltd.,
3. Cook R D et.al., Concepts and applications of Finite Element analysis , John Wiley

Reference Books:

1. Daryl L Logan, A first course on Finite element Method, Cengage Learning
2. Bathe K J -Finite Element Procedures in Engineering analysis Prentice Hall

For detail syllabus of all other subjects of BE do syllabus for different schemes from menu given on top.

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