Experimental Physics 3

1. Electromagnetic waves

1.1 Fourier transformation

1.2 Phase and group velocity

1.3 The dispersion of light

2. Electromagnetic waves at the boundary conditions

2.1 Huygens&39; principle

2.2 Transmission and reflection

2.3 Reflection of absorbing media

2.4 Diffusion of light

3. Geometrical optics

3.1 Fermat&39;s principle

3.2 The prism

3.3 The optical image

3.3.1 Spherical mirrors

3.3.2 Refracting spherical surfaces

3.3.3 Thin lenses

3.3.4 Thick lenses

3.3.5 Optical instruments (the eye, camera, microscope, telescope)

3.3.6 Optical aberrations

4. Wave properties of light

4.1 Fresnel-Kirchhoff Diffraction

4.1.1 Single-slit diffraction

4.1.2 Double-slit diffraction and interference

4.1.3 Diffraction and interference on gratings

4.1.4 Diffraction in crystals

4.2 Coherence

4.2.1 Interferometry

4.2.2 Thin-film interference

4.2.3 Anti-reflections coatings

4.3.4 The Fabry-Perot interferometer

4.3 Resolution of optical instruments

4.4 Abbé&39;s theory of image formation - Fourier optics

4.5. Holograms

4.6 Polarisation

4.6.1 Linear polarisation

4.6.2 Circular polarisation

4.6.3 Double diffraction

4.7 Introduction to non-linear optics

5. Quantum pheonomena

5.1 The photoelectric effect

5.2 The Compton effect

5.3 Bremsstrahlung

5.4 X-rays

5.5 Pair production

5.6 Angular momentum of photons

5.7 Radiation laws

5.7.1 Black-body radiation

5.7.2 Cosmic background radiation

5.8 Lasers

5.9 Matter waves

5.9.1 Wave packets

5.9.1 Probability interpretation

After successful completion of the module the students will be able to apply the laws of geometrical optics as well as to understand the functionality and limitations of simple optical instruments. Furthermore the students are able to understand the phenomena of diffraction and interference and will have got to know the resulting applications of complex instruments and methods, for example in holography. The students are able to describe the transition from classical physics to quantum physics and use these concepts to solve problems.

PH0001, PH0002, MA9201, MA9202, MA9203

for students studying bachelor of science education mathematics / physics: PH0001, PH0002, MA1003, MA1004, MA1103, MA1104

Lecture: Teaching with experiments as demonstration

Problem class: Teaching with exercises

Tutorials: Solving of problem questions, discussion and explanations concerning the material covered in the lectures

Presentation on the blackboard as well as slides

Experiments are used for demonstration purposes (descriptions available for download)

Videos (partly available for download)

Script available for download

Weekly problems with solutions available for download

W. Zinth, H.J. Körner; Experimentalphysik III, Oldenbourg-Verlag
W. Demtröder: Experimentalphysik 2 & 3, Springer-Verlag, 3. Auflage
E. Hecht, A. Zajac; Optics, Addison-Wesley Verlag
H. Haken, H.C. Wolf: Atom- und Quantenphysik, Springer Verlag, 8. Auflage

There will be a written exam of 90 minutes duration. Therein the achievement of the competencies given in section learning outcome is tested exemplarily at least to the given cognition level using calculation problems and comprehension questions. The exam is in german.

For example an assignment in the exam might be:

• Construct the optical path through a galilei spyglass with given lens radii and calculate the vertical amplification.
• In the reflected light of a soap bubble one sees yellow light under an angle of 45°. Calculate the thickness of the soap bubble.
• A light quanta (0,003 nm) is elastically scattered on a resting electron under an angle of 90°. Calculate the de Broglie wavelength of the electron.

Participation in the exercise classes is strongly recommended since the exercises prepare for the problems of the exam and rehearse the specific competencies.

There will be a bonus (one intermediate stepping of "0,3" to the better grade) on passed module exams (4,3 is not upgraded to 4,0). The bonus is applicable to the exam period directly following the lecture period (not to the exam repetition) and subject to the condition that the student passes the mid-term of

• passing the voluntary test exam during the semester
• sensibly preparing at least 50% of the problems for presentation in the tutorials