My Profile
Active Members
TodayLast 7 Days
more...
Awards & Gifts
Online Exams
Fresher Jobs
Our fresher job section is exclusively for fresh graduates! Find jobs for freshers in major Indian
cities including Bangalore, Chennai, Hyderabad, Pune or Kochi
Resources
Find educational articles, blogs, discussion threads and other resources.
Colleges
Find details about any college in India or search for courses.
|
CUSAT B.TECH Degree Course FINITE ELEMENT METHOD
Posted Date: 16 Sep 2008 Resource Type: Articles/Knowledge Sharing Category: Syllabus
|
Posted By: Lenin Member Level: Diamond
Rating:  Points: 2
|
|
|
CUSAT B.TECH Degree Course – Scheme of Examinations & Syllabus 2006 ME Sem VII
6
705 (B) FINITE ELEMENT METHOD
Module I
Linear vector spaces- Linear transformations and functionals- linear, bilinear and
quadratic forms- theory of normed spaces- theory of inner products spaces- concepts
from variational calculus- variational methods of approximation- Ritz method- weighted
residual method- Galerkin method- subdomain method-collocation method
Module II
Finite element analysis of one dimensional problems- procedure- I-D elements and
interpolation functions- analysis of one dimensional second and fourth order equationsapproximation
errors in FEM- computer implementation
Module III
Finite element analysis of two dimensional problems- 2-D elements and interpolation
functions- 2nd order equations involving a scalar valued function- comments on mesh
generation and composition of boundary condition- analysis of plane elasticity and
incompressible fluid flow problems- time dependent problems transient heat transfer)-
isoparametric elements and numerical integration
Module IV
Alternative formulations- the least square formulations- the mixed formulation- eigen
value problem- non linear problems- 3-D elements and interpolation functionsformulation
of 3-D problems (2 & 3-D Navier Stokes equations, 3D heat transfer
equations)
TEXT BOOKS
1. Reddy J. N, An Introduction to Finite Element Method, McGraw Hill,
International edition
2. Reddy J. N, Applied Functional Analysis and Variational Methods in
Engineering, McGraw Hill, International edition
REFERENCE
1. Zenkiewicz O, Finite Element Method, McGraw Hill, International edition
2. Huebner K. H., The Finite Element Method for Engineers, John Wiley
Type of questions for University Examination
Question 1 - 8 short answer questions of 5 marks each. 2 questions from each module
Question 2-5 – There will be two choices from each module .Answer one question from each module of
15 marks
For more details, visit http://www.cusat.ac.in/
|
Responses
|
No responses found. Be the first to respond and make money from revenue sharing program.
|
|
Watch TV Channels
|