Thomas Lottermoser: Catalogue data in Autumn Semester 2018 |
Name | Dr. Thomas Lottermoser |
Name variants | Thomas Lottermoser T Lottermoser Th Lottermoser |
Address | Multifunktionale Ferroische Mat. ETH Zürich, HCI E 488.2 Vladimir-Prelog-Weg 1-5/10 8093 Zürich SWITZERLAND |
Telephone | +41 44 633 29 89 |
Fax | +41 44 633 11 54 |
thomas.lottermoser@mat.ethz.ch | |
URL | http://www.ferroic.mat.ethz.ch/lottermoser |
Department | Materials |
Relationship | Lecturer |
Number | Title | ECTS | Hours | Lecturers | |
---|---|---|---|---|---|
327-0104-00L | Crystallography | 3 credits | 2V + 1U | T. Lottermoser | |
Abstract | Introduction into the fundamental relationships between chemical composition, crystal structure, symmetry and physical properties of solids. | ||||
Objective | Introduction into the fundamental relationships between chemical composition, crystal structure, symmetry and physical properties of solids. Emphasis: group-theoretical introduction into symmetry, discussion of the factors governing the formation of crystal structures, structural dependence of physical properties, fundamentals of experimental techniques probing the crystal structure. | ||||
Content | Symmetry and order: lattices, point groups, space groups. Crystal chemistry: geometrical, physical and chemical factors governing the formation of crystal structures; close sphere packings; typical basic crystal structures; lattice energy; magnetic crystals; quasicrystals. Structure/property relationships: Example quartz (piezoelectricity); perowskite and derivative structures (ferroelectrics and high-temperature superconductors); magnetic materials. Materials characterization: diffraction techniques, optical techniques. | ||||
Lecture notes | A script of the lecture until 2014 is available. Script notes for the present lecture will be provided before the start of the lecture. | ||||
Literature | Walter Borchardt-Ott: Kristallographie. Springer 2002. Dieter Schwarzenbach: Kristallographie. Springer 2001. | ||||
Prerequisites / Notice | Organisation: Two hours of lectures per week accompanied by one hour of exercises. |