Physics B 1200-1FIZB1
The lecture includes the demonstrations of experiments and theoretical explanation of physical phenomena. The lecture covers the following topics: types of the fundamental interactions in nature; co-ordinate systems; conservative and dissipative forces and interactions; structure of the matter; vector description of motion; rules of dynamics; conservation laws of energy and momentum; Gallileo transformation; inertial and non-inertial reference systems; gravity center, reduced mass; equations of motion; potential energies of various interactions; central forces; oscillating motion, resonance; normal mode vibrations of simple molecules; spectrum, elements of Fourier analysis; dynamics of rigid body; inertia moments of molecules; waves, wave equation, dispersion, diffraction, coherence, interference; elements of relativistic mechanics.
The classes with calculus are the mathematical illustration to the lecture. The students are taught how to solve the problems, discussed during the lecture, by use of the known mathematical apparatus. The classes take place in small groups of students, which solve the tasks together.
Lecture + classes = 45 + 30 hours
Tests (on thursday 17 -19 h) 10 hours
Domestic work 2-4 hours/week = 30-60 hours
Getting ready to tests and exam = 60 hours
Together = 175-190 hours
Type of course
Prerequisites (description)
Course coordinators
Learning outcomes
The student will:
KNOWLEDGE and ABILITIES:
1. know how to describe and explain physical phenomena taught during the lecture
2. be able to understand the laws of nature
3. and to describe them in the language of mathematics
4. be able to use his knowledge in physics in his work as a chemist
5. be able to perceive the casual relations in nature
ATTITUDE:
1. cooperate with other students while solving the problems together
2. ask questions dealing with physics
3. explain a problem in physics to his colleagues
Assessment criteria
Credit classes:
- for a grade, on the base of the written tests
Positive grade at physics classes is required for admission to the exam
Credit the course:
- written exam - test (~20 questions) with the requirement to briefly justify the answers given and a few (~5) problems scored above .
Practical placement
Does not concern
Bibliography
1.R. Resnick, D. Holliday, Fizyka 1", PWN, Warszawa, 1998
2.C. Kittel, "Mechanika, PWN, Warszawa, 1973
3.B. Gadomska, B. Janowska-Dmoch, W. Gadomski, "Skrypt do Wykładu i Ćwiczeń rachunkowych z fizyki", Wydział Chemii U.W., 2000
4.R. Feynman, "Wykłady z Fizyki", tom I, część I, PWN, Warszawa, 1969, 1974
5.F.C. Crawford, "Fale", PWN, Warszawa, 1972
6.L. W. Tarasow, A. N. Tarasowa, " Jak rozwiązywać zadania z fizyki", Wydawnictwa Szkolne i Pedagogiczne, Warszawa, 1995
7.S. Striełkow, I. Elcin, I. Jakowlew, "Zbiór zadań z fizyki", PWN, Warszwa, 1965
Additional information
Information on level of this course, year of study and semester when the course unit is delivered, types and amount of class hours - can be found in course structure diagrams of apropriate study programmes. This course is related to the following study programmes:
Additional information (registration calendar, class conductors, localization and schedules of classes), might be available in the USOSweb system: