Overview
Areas of study
This Bachelor course deals with the basic scientific and practical knowledge which is essential for the production and appropriate use of new materials.
What is a material? A material is a solid or liquid substance which has been optimalised for a particular use. Its characteristics result from its material properties - this is the realm of chemistry -, its atomic structure and its physical properties - these are in the realm of physics. The boundaries between the two are, however, not that clear, so the science of advanced materials is a cross sectional science firmly anchored in both Physics and Chemistry.
Modern materials are functional ones, which, through well-directed changes at the molecular level, become “new materials” (so to say “advanced materials”). Typical uses are the improvement and modification of the surfaces of materials, nanotechnology with its interface with biotechnology and information technology, organic and inorganic composite material as well as the customizing of electronic properties of semiconductor compounds. Medical technology makes high demands on the used material in particular. Along with the required mechanical and functional characteristics, physiological toleration plays an important role. As can be seen from these examples, modern "Advanced Materials" must cover a wide range of problems. Together with the rather application-oriented problems mentioned here, basic chemical and physical problems must be clarified. In contrast to raw material science, which traditionally belongs to engineering this course has a large theoretical component with equally strong connections to physics and chemistry.
Subject-specific prerequisites
This course is tailored to appeal to applicants with a strong interest in chemistry and physics, who want to apply their knowledge scientifically, to develop and optimalise new, functionalized materials. The basics of mathematics, physics and chemistry are dealt with in the first two semesters but students should have a deeper knowledge of at least one of these areas from school. Students should also have a knowledge of English.
A mathematics pre-course is offered for all first-year students and participation is strongly recommended. More on this...