Finite Element Method
|
Degree: Bachelor
|
Code
|
Year/Semester
|
Local Credits
|
ECTS Credits
|
Course Implementation, Hours/Week
|
Course
|
Tutorial
|
Laboratory
|
ENG 317
|
3/5 Fall
|
2.5
|
4
|
2
|
0
|
1
|
Department
|
Mechanical Engineering
|
Instructors
|
Dr. Atilla Savaş
|
Contact Information
|
asavas@pirireis.edu.tr
|
Office Hours
|
|
Web page
|
pruonline
|
Course Type
|
Compulsory
|
Course Language
|
English
|
Course Prerequisites
|
ENG 215 MATH 113
|
Course Category by Content, %
|
Basic Sciences
|
Engineering Science
|
Engineering Design
|
Humanities
|
80
|
20
|
-
|
-
|
Course Description
|
Introduction to fundamentals of Finite Element Method (FEM), Direct Approach, Springs and Truss Elements, Beam Elements, FE Formulation for General Continuum, , Plane Stress and Plane Strain Elements, Finite Elements and Interpolation Functions
|
Course Objectives
|
To understand the basic theoretical principles of the Finite Element Method, to understand the difference between various types of elements, to impose displacement and force boundary conditions and to demonstrate convergence, to be able to interpret and report FE results, to be able to use FE as a tool for solving engineering problems
|
Course Learning Outcomes
|
- Gain knowledge on fundamentals and applications of FEM
- Be able to select appropriate finite element and mesh, be able to apply loads and boundary conditions to the model
- Be able to formulate and solve engineering problems by FEM
- Be able to start using FEM for design purposes
|
Instructional Methods and Techniques
|
|
Tutorial Place
|
|
Co-term Condition
|
|
Textbook
|
|
Other References
|
- D.V. Hutton, Fundamentals of Finite Element Analysis. Mc Graw Hill, 2004
- M. Omurtag, Çubuk Sonlu Elemanlar, Birsen Yayınevi, 2010
-
|
Homework & Projects
|
10 homeworks will be assigned
|
Laboratory Work
|
-
|
Computer Use
|
MATLAB, EXCell
|
Other Activities
|
-
|
|
|
|
|
|
|
|
|
|
|