Omfattning: 5
Tidtabel: 01.03.2019 - 24.05.2019
Kontaktuppgifter till kursens personal (gäller denna kursomgång):
Lectures: Dr. Andriy Shevchenko (andriy.shevchenko@aalto.fi) and Dr. Hanne Ludvigsen (hanne.ludvigsen@aalto.fi)
Exercise sessions: M. Sc. Elena Ilina (elena.ilina@aalto.fi)
Undervisningsperiod (är i kraft 01.08.2018-31.07.2020):
IV-V (2018-2019)
Not lectured (2019-2020)
Lectured every other year.
Lärandemål (är i kraft 01.08.2018-31.07.2020):
After the course, the student is expected to be able to (1) explain optical phenomena considered in the course and physical quantities describing them, (2) apply the key equations of the considered phenomena to solving related practical problems, (3) prepare and hold a lecture on any topic in optics, and (4) prepare and hold an exercise session.
Innehåll (är i kraft 01.08.2018-31.07.2020):
This course covers the most important and relevant topics of electromagnetic optics, polarization optics, photonic crystal optics, statistical optics, photon optics, interaction of photons and atoms, acousto-optics, and electro-optics.
Närmare beskrivning av kursens innehåll (gäller denna kursomgång):
In 2019, the course covers the
following topics
- Fourier optics
- Electromagnetic optics
- Polarization optics
- Statistical optics
- Nonlinear optics
- Ultrafast optics
of the book Fundamentals of Photonics,
B.E.A. Saleh and M.C. Teich, 2 ed. (John Wiley & Sons)
Metoder, arbetssätt och bedömningsgrunder (är i kraft 01.08.2018-31.07.2020):
The contributions to the grade: lecture presentations (20 points), exercise solution presentations (10 points), home exercises (15 points), and exam (70 points). For the grade 5, one has to receive at least 90 points, and to pass the exam with grade 1, at least 50 points are required.
Närmare information om bedömningsgrunderna och -metoderna och om hur den studerande kan ta del av bedömningen (gäller denna kursomgång):
Grading in 2019
The contributions to the grade:
- Exercise solution presentations - max 15 points
- Home exercises - max 35 points
- Final exam - max 70 points
To pass the course with grade 1, at least 50 points are required. For grade 5, one has to receive at least 90 points.
Arbetsmängd (är i kraft 01.08.2018-31.07.2020):
132 h in total (24 contact hours and 108 hours of independent work)
The course includes 11 hours of lectures, 10 hours of exercise sessions, and 3 hours of the exam. Before each session, the attendants independently study the book material (5 h x 10 = 50 h) and solve 3-4 home exercises (2 h x 10 = 20 h). In addition, each attendant prepares and holds two lectures (12 h of work in total) and two exercise sessions (6 h in total), including a 2 h meeting with the teachers. About 20 h will be spent to prepare for the exam.
Preciserad belastningsberäkning (gäller denna kursomgång):
Workload in 2019 (130 h in total)
The course includes 11 hours of lectures, 10 hours of exercise sessions, and 3 hours of the exam.
Before each session, the attendants independently study the book material (5 h
x 10 = 50 h) and solve 4-5 home exercises (3 h x 10 = 30 h).
Also, each attendant prepares the exercise solution presentations (6 h in total), including a meeting with the teachers.
About 20 h will be spent to prepare for the exam.
Studiematerial (är i kraft 01.08.2018-31.07.2020):
B.E.A. Saleh & M.C. Teich, Fundamentals of Photonics, 2 ed. (John Wiley & Sons, Hoboken, 2007)
Närmare information om kursmaterial (gäller denna kursomgång):
The course is based on Chapters 4, 5, 6, 11, 21 and 22.
Ersättande prestationer (är i kraft 01.08.2018-31.07.2020):
This course replaces the course Tfy-125.4423 Modern Optics
Kursens webbplats (är i kraft 01.08.2018-31.07.2020):
https://mycourses.aalto.fi/course/search.php?search=PHYS-E0436
Förkunskaper (är i kraft 01.08.2018-31.07.2020):
Tfy-125.4321 Laser Technology and Optics / PHYS-E0435 Optical Physics
Bedömningsskala (är i kraft 01.08.2018-31.07.2020):
0 - 5
Anmälning (är i kraft 01.08.2018-31.07.2020):
Registration via WebOodi.
Närmare information om tidtabellen (gäller denna kursomgång):
1.3.2019 14:15-16:00
Introduction to the course
and defining the tasks.
Introduction to part I of Chapter 4, Fourier
optics (pages 102-126)
8.3.2019 14:15-16:00
Chapter 4 (I): Fourier opticsSolutions to EXERCISES 4.1-2,
4.3-2, 4.3-3 and PROBLEM 4.1-3(a)-(c)
Introduction to part II of Chapter 4, Fourier
optics (pages 127-145)
15.3.2019 14:15-16:00
Chapter 4 (II): Fourier optics
Solutions to PROBLEMS 4.2-3, 4.2-5,
4.3-4 and 4.5-1
Introduction to part I of Chapter 5, Electromagnetic optics (pages 150-184)
22.3.2019 14:15-16:00
Chapter 5 (I): Electromagnetic
optics
Solutions to EXERCISE 5.5-1
and PROBLEMS 5.1-1, 5.2-1 and 5.4-1
Introduction to part II of Chapter 5, Electromagnetic optics (pages 184-193) and part I of Chapter 6, Polarization optics
(pages 197-215)
29.3.2019 14:15-16:00
Chapter 5 (II): Electromagnetic
optics
Solutions to PROBLEMS 5.6-1
and 5.6-3
Chapter 6 (I): Polarization
optics
Solutions to PROBLEMS 6.1-5
and 6.1-7
Introduction to part II of Chapter 6, Polarization
optics (pages 215-239)
5.4.2019 14:15-16:00
Chapter 6 (II): Polarization
optics
Solutions to PROBLEMS 6.1-9, 6.2-6,
6.3-2 and 6.6-1
Introduction to Chapter 11, Statistical optics
12.4.2019 14:15-16:00
Chapter 11: Statistical optics
Solutions to EXERCISE 11.1-2
and PROBLEMS 11.1-6, 11.2-1, 11.2-3 and 11.4-2
Introduction to part I of Chapter 21, Nonlinear optics
(pages 874-905)
19.4.2019 Easter holiday
26.4.2019 14:15-16:00
Chapter 21 (I): Nonlinear
optics
Solutions to EXERCISES
21.1-1, 21.2-1, 21.3-2 and 21.3-3
Introduction to part II of Chapter 21, Nonlinear
optics (pages 905-923)
3.5.2019 14:15-16:00
Chapter 21 (II): Nonlinear
optics
Solutions to EXERCISES 21.4-1,
21.4-2, 21.4-5 and 21.4-6
(pages 937-969)
10.5.2019 14:15-16:00
Chapter 22 (I): Ultrafast optics
Solutions to EXERCISE 22.3-1
and PROBLEMS 22.1-1, 22.2-1 and 22.2-2
Introduction to part II of Chapter 22, Ultrafast optics
(pages 969-1011)
17.5.2019 14:15-16:00
Chapter 22 (II): Ultrafast optics
Solutions to PROBLEMS 22.3-4,
22.5-3, 22.5-4 and 22.6-1(a-b).
Questions
24.5.2019 14:15-16:00
Final exam
- Lärare: Ludvigsen Hanne
- Lärare: Shevchenko Andriy