6 EC
Semester 1, period 1
5354LITI6Y
Our subject is the physics of the interaction of light with biological tissue, with focus on imaging techniques and diagnostics applications.
We will cover the physical fundamentals of light absorption and scattering properties, and their relation to physiological and metabolic parameters of the tissue. Different theories for scattering and absorption will be discussed. For single particle scattering theories, Rayleigh, Mie and geometrical scattering will be treated. Light propagation in bulk tissue is treated using the Radiative Transport Equation (RTE), the diffusion approximation and using Monte Carlo simulations of light transport.
General properties of imaging (transfer functions, confocal imaging, rigorous diffraction theory for single scattering), speckle and flow techniques will be covered.
Clinically used (imaging) methods are discussed: Optical Coherence Tomography, Fluorescence & Raman spectroscopy, nonlinear microscopy, dynamic light scattering, etc.
The course will contain practical (lab) work and programming exercises in Matlab or Python.
Comprised of book chapters, scientific articles, and class notes.
Exercises during class and homework assignments.
Links to open source calculators.
Programming language and IDE of choice, ideally Python or Matlab
Materials will be made available in Canvas.
Will be announced.
Activity | Number of hours |
Zelfstudie | 168 |
| Item and weight | Details |
|
Final grade | |
|
0.5 (50%) Tentamen | Must be ≥ 6 |
|
0.25 (25%) Lab 1 | |
|
0.25 (25%) Lab 2 | |
|
Final grade after retake | |
|
0.5 (50%) Hertentamen | Must be ≥ 6 |
|
0.25 (25%) Lab 1 | |
|
0.25 (25%) Lab 2 |
The 'Regulations governing fraud and plagiarism for UvA students' applies to this course. This will be monitored carefully. Upon suspicion of fraud or plagiarism the Examinations Board of the programme will be informed. For the 'Regulations governing fraud and plagiarism for UvA students' see: www.student.uva.nl
| Class | Onderwerpen | Studiestof |
| 1 | Maxwell’s equations, Kramers Kronig dispersion relations, absorption efficiency/cross section/coefficient. |
class slides |
| 2 | Discrete random media; absorption by suspensions vs. absorption by solutions. Pair correlation function. |
class slides Research paper: Duysens, absorption of suspensions vs. solutions. Derivation up to eq. 4. Research paper: Finlay et al, effect of pigment packing. Modern derivation of Duysens’ idea. |
| 3 | Optical properties of blood, light scattering by single particles, scattering efficiency/coefficient/cross section; phase function; scattering anisotropy. Independent scattering (no interference) by more than one particle. |
class slides vd Hulst Chapter 2 – general formalism of light scattering. |
| 4 | Optical properties of blood, light scattering by single particles, scattering efficiency/coefficient/cross section; phase function; scattering anisotropy. Independent scattering (no interference) by more than one particle. Probabilistic interpretation, expectation value of the path length. |
class slides Chandrasekhar - Appendix III page 81: explains how a Bernoulli distribution converges to a Poisson distribution for large number of particles. Rayleigh Scattering.pdf - Chapter 6 of Van der Hulst, light scattering by small particles - scattering by particles smaller compared to wavelength |
| 5 | Scattering by a dilute medium (independent scattering), definition of extinction coefficient (all losses: absorption + scattering); effective medium, effective refractive index |
class slides vdHulst Chapter 4 – wave propagation in medium containing independent scatterers. Research paper: Wang et al, vertex propagor model for photon transport. Only the 1D part. |
| 6 | ||
| 7 | ||
| 8 |
The first weeks, covering introductory topics, imaging, and imaging techniques, are joint with the Biomedical Optics course (Master program Biomedical Technology and Physics, Faculty of Science, VU).
Lectures are given by experts in the respective fields. Some of the topics will be covered in an inverted/flipped classroom.
We will facilitate laboratory tours if possible.