Learning Outcomes |
PO |
MME |
The students who succeeded in this course: |
|
|
LO-1 |
Be able to and apply define the principles of spectral methods. |
PO-1 An ability to apply knowledge of basic engineering sciences and earth sciences for the solution of geophysical engineering problems. PO-3 An ability to design field experiments, as well as analyze and interpret data.
|
Examination |
LO-2 |
Be able to write computer programs for spectral methods. |
PO-1 An ability to apply knowledge of basic engineering sciences and earth sciences for the solution of geophysical engineering problems. PO-3 An ability to design field experiments, as well as analyze and interpret data.
|
Examination |
LO-3 |
Be able to write computer programs that will be evaluate geophysical data with spectral methods. |
PO-1 An ability to apply knowledge of basic engineering sciences and earth sciences for the solution of geophysical engineering problems. PO-2 An ability to identify, formulate, and solve geophysical engineering problems and knowledge of contemporary issues. PO-3 An ability to design field experiments, as well as analyze and interpret data.
|
Examination |
PO: Programme Outcomes MME:Method of measurement & Evaluation |
Course Contents |
Data description and classification. Special functions used in spectral analysis. Fourier series. Fourier transform and its specifications. Fourier transform and its specifications. Convolution and correlation integrals and specifications. Sampling theory, folding frequency, windowing. Numerical convolution correlation and Fourier transform and computer software. Fast Fourier transform and computer program software. |
Weekly Course Content |
Week |
Subject |
Learning Activities and Teaching Methods |
1 |
Data description and classification |
Examples of related to topics |
2 |
Special Functions used in spectral analysis |
Lecturing |
3 |
Fourier series |
Lecturing |
4 |
Fourier transform and its specifications |
Lecturing |
5 |
Fourier transform and its specifications |
Lecturing |
6 |
Convolution and correlation integrals and specifications |
Lecturing and solving problem |
7 |
Convolution and correlation integrals and specifications |
Lecturing |
8 |
mid-term exam |
|
9 |
Sampling theory |
Examples of related to topics |
10 |
Sampling theory |
Lecturing |
11 |
Windowing |
Lecturing |
12 |
Numerical convolution correlation and Fourier transform and computer software |
To implement in computer and to solve problem related to subject |
13 |
Numerical convolution correlation and Fourier transform and computer software |
To implement in computer and to solve problem related to subject |
14 |
Fast Fourier transform and computer program software |
To implement in computer and to solve problem related to subject |
15 |
Fast Fourier transform and computer program software |
To implement in computer and to solve problem related to subject |
16 |
final exam |
|
Recommend Course Book / Supplementary Book/Reading |
1 |
Basokur, A. T., 2007, Spektral Analiz ve Sayısal Süzgeçler, TMMOB Jeofizik Mühendisleri Odası, 486 sayfa. |
2 |
Buttkus, B., 2000, Spectral analysis and filter theory in applied geophysics. Springer. 667 pages |
3 |
Oppenheim, A. V. and Schafer, R. W., 1975, Digital Signal Processing.Prentice Hall.585 pages |
4 |
Bracewell, R., 1965, The Fourier Transform and its applications. McGraw-Hill, Inc. 381 pages |
5 |
Brigham E.O., 1974, The Fast Fourier Transform, Englewood Cliffs, Prentice-Hall, Inc. |
6 |
Pınar, R. ve Akçığ Z., 1995, Jeofizikte Sinyal Kuramı ve Dönüşümler, Eğitim Yayınları No:3, TMMOB Jeofizik Mühendisleri Odası Yayını. |
7 |
Lee, Y.W., 1964, Statistical Theory of Communication, New York, John Wiley & Sons. |
Required Course instruments and materials |
Computer |