Image Acquisition Methods
Lecturer:
Pascal Peter
Examiner:
Prof. Dr. Joachim Weickert
Summer Term 2013
Lecture (2h) with exercises (2h)
6 credit points
Lectures: Friday 14-16 c.t., Building E1.3, Lecture Hall 001
First lecture: Friday, April 19, 2013
Tutorials: Tuesday 16-18 c.t., Building E1.3, Seminar Room 016
First tutorial: Tuesday, April 30, 2011
Announcements –
Description –
Entrance requirements –
Contents
Exams –
Lecture notes/Assignments –
References
You can find your result of the second exam here.
General statistics about this exam can be downloaded here.
Exam inspection takes place on Wednesday, October 9, 15.00-16.00 in Building E1.7, Room 4.10.
You can find your result of the first exam here.
General statistics about this exam can be downloaded here.
Registration for this lecture was open
from Tuesday, April 16, 2013 (2 pm) until Tuesday, April 23, 2013 (2 pm).
Keep in mind that depending on your course of studies, you also have
to register via the HISPOS system of the Saarland University.
The course is designed as a supplement for image processing lectures,
to be attended before, after or parallel to them. In order to choose
the right image processing methods for a given image, it is important
to know what the image data represents and what specific properties it
possesses.
Therefore, in this lecture, participants learn:
- what digital images are,
- how they are acquired,
- what they encode and what they mean,
- which limitations are introduced by image acquisition.
A broad selection of different acquisition methods is featured
in this lecture and should enable participants to deal with
image data from many different fields.
Basic mathematics courses are recommended.
The lecture will be given in English.
A broad variety of image acquisition methods is described, including
imaging by virtually all sorts of electromagnetic waves, acoustic
imaging, magnetic resonance imaging and more. While medical imaging
methods play an important role, the overview is not limited to them.
Starting from physical foundations, description of each image
acquisition method extends via aspects of technical realisation to
mathematical modelling and representation of the data.
The first written exam will take place on Friday, July 26, 2013
from 2:00 to 4:00 pm in building E1.3, lecture hall HS002.
The second exam will take place on Tuesday, October 1, 2013
from 2:00 to 4:00 pm in building E1.3, lecture hall HS002.
These are closed book exams.
You can participate in both
exams, and the better grades counts.
Please remember that you have to register online for the exam
in the HISPOS system of the Saarland University.
Lecture notes / Assignments
Participants of the course can download the lecture materials below
(access password-protected). The slides are available in two versions: the "script" version is printer friendly while the "slide" version retains the functionality to enlarge images and use slide navigation.
No. |
Title |
Date |
Script |
Slides |
1 |
Introduction and Basic Concepts I |
19/04 |
[download] |
[download] |
2 |
Basic Concepts II |
26/04 |
[download] |
[download] |
3 |
Imaging by Visible Light I: Electromagnetic Spectrum
| 03/05 |
[download] |
[download] |
4 |
Imaging by Visible Light II: Optics, Sensorics, Photography
|
10/05 |
[download] |
[download] |
5 |
Imaging by Visible Light III: Colour Spaces, Telescopes, Mirrors, Microscopy
|
17/05 |
[download] |
[download] |
6 |
Imaging by Visible Light IV: Dual Photography, Triangulation, Holography
|
24/05 |
[download] |
[download] |
7 |
X-Ray and Gamma-Ray Imaging in 2-D
|
31/05 |
[download] |
[download] |
8 |
Radioastronomy, Radar, Terahertz Radiation, Microwave and Radio Wave Imaging
|
07/06 |
[download] |
[download] |
9 |
Computerised X-Ray Tomography I: Transmission Tomography, Reconstruction, Scanners
|
14/06 |
[download] |
[download] |
10 |
Computerised X-Ray Tomography II: Visualisation, Artefacts, Noise, Emission Tomography
|
21/06 |
[download] |
[download] |
11 |
Magnetic Resonance Imaging I
|
28/06 |
[download] |
[download] |
12 |
Magnetic Resonance Imaging II
|
05/07 |
[download] |
[download] |
13 |
Electron Microscopy
|
12/07 |
[download] |
[download] |
14 |
Acoustic Waves, Sonar, Ultrasound
|
19/07 |
[download] |
[download] |
Assignments are published in the week before the tutorial takes place.
It is not necessary to hand in the exercises and they will not be graded.
All exercises are intended to be solved and discussed during the tutorial session.
For formal exercises a written solution is also offered online.
No. |
Assignments |
Date |
Solutions |
1 |
Tutorial 1: Quantisation and Sampling |
April 30 |
Solution 1 |
2 |
Tutorial 2: Polarisation, Rotor and Maxwell's Equations |
May 7 |
Solution 2 |
3 |
Tutorial 3: Real vs. Virtual Images, Snell's Law and Dispersion |
May 14 |
Solution 3 |
4 |
Tutorial 4: Mirror Optics, Fresnel Equations, Brewster's Angle,
Total Reflection |
May 21 |
Solution 4
|
5 |
Tutorial 5: Colour Distances, Illumination Changes,
Triangulation |
May 28 |
Solution 5 |
6 |
Tutorial 6: Beer's Law, Contrast, Detector Noise |
June 4 |
Solution 6 |
7 |
Tutorial 7: Time of Flight, Effective Half-Life |
June 11 |
Solution 7 |
8 |
Tutorial 8: Computer Tomography and Radon Transform |
June 18 |
Solution 8 |
9 |
Tutorial 9: Gaussian and Poisson Noise |
June 25 |
Solution 9 |
10 |
Tutorial 10: CT Scans and Sampling, Tensor Visualisation |
July 2 |
Solution 10 |
11 |
Tutorial 11: Opportunity for questions about
tutorial solutions. |
July 9 |
|
12 |
Tutorial 12: Test Exam. |
July 16 |
Solution 12 |
-
B. Jähne, H. Haußecker, P. Geißler, editors,
Handbook of Computer Vision and its Applications.
Volume 1: Sensors and Imaging.
Academic Press, San Diego 1999.
-
S. Webb,
The Physics of Medical Imaging.
Institute of Physics Publishing, Bristol 1988.
-
C. L. Epstein,
Introduction to the Mathematics of Medical Imaging.
Pearson, Upper Saddle River 2003.
-
R. Blahut,
Theory of Remote Image Formation.
Cambridge University Press, 2005.
-
A. C. Kak, M. Slaney,
Principles of Computerized Tomographic Imaging.
SIAM, Philadelphia 2001.
-
Articles from journals and conferences.
Further references will be given during the lecture.
|