Course Code:                               : 5103113

 Course Name                                :  The theory of Elasticity

  Instructor                                      : Assos. Dr. Murat KISA

  Theoretical /  Practical / Credit : 3 / 0 / 3

 Learning Activity

Estimated Time(Hour)

Evaluation

Theoretical Course (14 Week)0

3 x 14 = 42

Participation to class

Guided Problem Solving

None

 

Individual Study

3 x 14 = 42

 

Weekly homework problems solving

1 x 14 = 14

Individual or teamwork and report preparation for homework’s.

Term project

None

 

Midterm Exam

4 x 2 = 8

Open/ Closed exam

Final Exam

Exam                  : 2

Individual work    : 8

Open/ Closed exam

Quiz (4 piece)

Individual work    : 8

Open/ Closed exam

Research (internet/library)

 

 

Other(………………………. )

 

 

Total Course Load (Hours)

124

 

 

 

 

HARRAN UNÝVERSITY ENGINEERING FACULTY

MECHANICAL ENGI0NEERING DEPARTMENT

           

Course Name

Code

Semester

T+U

Credit

AKTS

 

The theory of Elasticity

5103113

Fall

3+0

3

5

 

Prerequisite Courses

None

Language of Course

Turkish

Course class

Elective

Coordinator of Course

Assos. Dr. Murat KISA

Instructor

Assos. Dr. Murat KISA

Course Assistant

-

Objective of course

By understanding the basic concepts of elasticity of elasticity methods to solve problems encountered in practice as effective and accurate.

Course Learning Output

• In this course, stress analysis, strain-displacement, stress-strain relations, the formulation of elasticity problems, the two-dimensional problems, torsion of cylindrical bars, energy methods, Cartesian tensor notation, the equations of elasticity and the representation in the vector, orthogonal curvilinear coordinates , is expected to know the concepts of displacement functions and stress functions.

• Learned techniques to the problems of elasticity are expected to implementation successfully.

• understanding of issues in the course of the next survey is expected to develop its ability.

• After completing this course successfully, students will encounter a better understanding of basic engineering problems, mathematical models have the ability to create and solve an appropriate method.

Course Contents

Analysis of stress, strain and displacement, Stress-Strain Connections, Formulation of Elasticity Problems, Two-dimensional problems, torsion of cylindrical bars, energy methods, Cartesian tensor notation, stress tensor, strain-displacement and elasticity field equations, the vector of Elasticity and representation, orthogonal curvilinear coordinates, the displacement functions and stress functions

 

Weeks

Plan of Course at Semester

1

Introduction to the theory of elasticity.

2

Cartesian tensor notation, stress tensor, vector and the representation of Elasticity, orthogonal curvilinear coordinates.

3

Strain-displacement and field equations of elasticity.

4

Strain and displacement, Stress-Strain Connections.

5

The displacement functions and stress functions.

6

Formulation of Problems of Elasticity.

7

Stress

8

  Midterm exam

9

Two-Dimensional Problems

10

Two-Dimensional Problems Continue.

11

Two-Dimensional Problems Continue.

12

Torsion of cylindrical bars

13

Energy methods

14

Energy methods continue

 

General Sufficiency

Knowing the basic concepts of the theory of elasticity, stress analysis, strain-displacement, stress-strain relations, the formulation of problems of elasticity, energy methods, displacement functions and stress functions to be informed about.

 

References

1.   Elastisite Teorisi, Ýlhan Kayan, Erdođan Ţuhubi, Arý Kitabevi, Ýstanbul, 1969.

2.   Theory of Elasticity, S. Timoshenko, J.N. Goodier, McGraw-Hill Education (September 30, 1970), ISBN: 0070858055

3.   Elasticity : Theory, Applications, and Numerics, Martin H. Sadd, Academic Press (August 20, 2004), ISBN: 0126058113

4.   Mathematical Theory of Elasticity by Richard B. Hetnarski, Jozef Ignaczak, Taylor & Francis Group (February 1, 2004), ISBN: 159169020X

Form of Assessment

Mid Exam and Task/Project Average of Arithmetical: %40

Final:%60

Projects:-

Homework:-