Physics and chemistry of classical materials : applied research and concepts

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Physics and Chemistry of Classical Materials: Applied Research and Concepts

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    With its year history, the Dresden Academy of Fine Arts belongs to the oldest training institutions for the visual arts in Europe. Today, more than students are trained at the Academy of Fine Arts in five different degree programmes. E-mail: presse hfbk-dresden. The Technische Sammlungen Dresden consist of a museum, science centre and a photography gallery, which transform science and technology into an exciting experience. Opportunities to experiment and become acquainted with natural phenomena, basic scientific principles and the latest technological achievements await visitors of all ages in one of the most impressive historical industrial landmarks in Saxony — the former Ernemann camera factory complex.

    Topics of permanent exhibitions include the technological and cultural history of photography and the history of information society. Together with these permanent exhibitions, the Technical Collections has Adventureland Mathematics and temporary exhibitions on current technology research topics as well as numerous educational offers and dialogue formats to promote direct interaction with modern-day technical principles.

    The extensive museum collections form the foundation for investigating developments in photography and information and communication technology from the past years as well as regional history of science and industrial heritage. The Barkhausen Institut is an independent research institute in Dresden, affiliated with the Technical University Dresden.

    The Barkhausen Institut concentrates in key focus areas for the Internet of Things IoT , and their mission is to be an innovation hub in IoT technologies, for both local and global industry partners, applying cutting-edge research to practical industry problems. Research, culture, economy, tourism - Dresden is one of the fastest growing regions in Germany. Get more to know Dresden Science and Technology Museum. The whole contents are protected by copyright. Members of Dresden-concept. Fraunhofer Institue for Photonic Microsystems. Leibnitz Institute of Polymer Research Dresden.

    Leibnitz Institute of Ecological and Regional Development. Fraunhofer Institute for Ceramic Technologies and Systems. Senckenberg Natural History Collections Dresden. German Center for Neurodegenerative Diseases. University Hospital Carl Gustav Carus. Experimental and theoretical study of important analog electronic circuits.

    Linear circuits, transmission lines, input impedance, feedback, amplifiers, oscillators, noise. Introduction to the use of digital electronics and microcomputers in experimental physics. Nonlinear electronics, integrated circuits, analog-to-digital and digital-to-analog converters, transducers, actuators. Introduction to techniques for making physical measurements using computer-based instrumentation.

    Laboratory—8 hour s. Experimental techniques and measurements in solid-state physics. Three-six experiments performed depending on difficulty. Individual work is stressed. Thorough write-ups of the experiments are required. Experimental techniques and measurements in nuclear and particle physics. Students perform three to six experiments depending on difficulty. Lecture—3 hour s ; Project Term Project —1 hour s.

    Not open to students who have taken this course previously as course Illustrative examples of optimal filters ranging from condensed matter to cosmology. Survey of basic nuclear properties and concepts requiring introductory knowledge of quantum mechanics: nuclear models and forces, radioactive decay and detecting nuclear radiation and nuclear reaction products, alpha, beta and gamma decay. Lecture—3 hour s ; Term Paper. Nuclear reactions, neutrons, fission, fusion accelerators, introduction to meson and particle physics, nuclear astrophysics, and applications of nuclear physics and techniques to mass spectrometry, nuclear medicine, trace element analysis.

    Properties and classification of elementary particles and their interactions. Conservation laws and symmetries. Strong, electromagnetic, and weak interactions. Introduction to Feynman calculus. Or equivalent course passed with C- or better. Survey of fundamental ideas in the physics of solids, with selected device applications. Crystal structure, x-ray and neutron diffraction, phonons, simple metals, energy bands and Fermi surfaces, semiconductors, optical properties, magnetism, superconductivity.

    Topics vary, covering areas of contemporary research in physics. Lecture—3 hour s ; Project Term Project. Chemical composition, structure, energy sources and evolutionary history of stars, with equal emphasis on both the observational data and theoretical models, including black holes, neutron stars and white dwarfs and the formation of substellar masses. PHY A required concurrently. Structure, contents, and formation of our Milky Way galaxy, viz. Structure and evolution of galaxies and clusters of galaxies, including distance and mass determination, galaxy types and environments, active galactic nuclei and quasars, gravitational lensing and dark matter, global cosmological properties.

    Not open to students who have taken PHY Not open to students who have taken this course previously as PHY Applications of classical and quantum mechanics, thermodynamics, statistical mechanics, and electricity and magnetism to astrophysical settings such as the Big Bang, degenerate white dwarf and neutron stars, and solar neutrinos. Definition of the mathematical frame work for the description of the gravitational field, introduction of the dynamical equations of Einstein governing its evolution and review of the key solutions, including black holes and expanding universes.

    Contemporary knowledge regarding the origin of the universe, including the Big Bang and nucleosynthesis, microwave background radiation, formation of cosmic structure, cosmic inflation, cosmic acceleration and dark energy. Not open to students who have completed PHY Students perform three experiments. Individual work stressed.

    Minimum page journal style articles of two experiments are required. Impact of humankind on the environment are discussed from the point of view of the physical sciences. Calculations based on physical principles will be made, and the resulting policy implications are considered. Same course as ENG Seminar—1 hour s. Weekly guest speakers usually a physics alumnus or alumna tell students about their careers.

    Speakers use their experience to give students valuable perspectives on life after a degree in physics. May be repeated up to 2 Time s. Restricted to Physics and Applied Physics majors only. Overview of important research areas in physics, discussions of research opportunities and internships, strategies for graduate school and industrial careers, the fellowship and assistantship selection process, preparation of resumes, personal statements, and letters of recommendation.

    Internship— hour s. Enrollment dependent on availability of intern positions; open to Physics majors only. Supervised work experience requiring the application of physics principles and techniques in a professional setting, including but not limited to industry and national laboratories.

    May be repeated up to 12 Unit s. Independent Study—12 hour s. Independent research project at a level significantly beyond that defined by the normal physics curriculum. Independent Study—15 hour s. Open only to Physics and Applied Physics majors with senior standing. Preparation of a senior thesis on a topic selected by the student with approval of the department.

    May be repeated up to 15 Unit s. Tutoring of students in lower division courses. Leading of small voluntary discussion groups affiliated with one of the department's regular courses. Weekly meeting with instructor. Lecture—3 hour s ; Independent Study—1 hour s. Theoretical approaches in classical mechanics including the use of generalized coordinates and virtual work; variational calculus; Lagrange equations; symmetries, conservation laws, and Noether theorem; Lagrangian density; Hamilton formalism; canonical transformations; Poisson brackets; and Hamilton-Jacobi equations.

    Theoretical approaches in electromagnetics including static electromagnetic fields; Maxwell's equations; plane waves in various media; magnetohydrodynamics; diffraction theory; radiating systems; and special relativity. Linear vector spaces, operators and their spectral analysis, complete sets of functions, complex variables, functional analysis, Greens functions, calculus of variations, introduction to numerical analysis.

    Linear vector spaces, operators and their spectral analysis, complete sets of functions, complex variables, functional analysis, Green's functions, calculus of variations, introduction to numerical analysis. Prerequisite s : Knowledge of Fortran or C. Analytic techniques to solve differential equations and eignevalue problems. Physics content of course will be self-contained, and adjusted according to background of students. Formal development and interpretation of non-relativistic quantum mechanics; its application to atomic, nuclear, molecular, and solid-state problems; brief introduction to relativistic quantum mechanics and the Dirac equation.

    Lecture—3 hour s ; Extensive Problem Solving—1 hour s. Foundations of thermodynamics and classical and quantum statistical mechanics with simple applications to properties of solids, real gases, nuclear matter, etc. Further applications of thermodynamics and classical and quantum statistical mechanics.

    The modern theory of fluctuations about the equilibrium state, phase transitions and critical phenomena. PHY C required concurrently. Theory of groups and their representations with applications in condensed matter. Theory of groups and their representations with applications in elementary particle physics.

    Comprehensive study of the nucleon-nucleon interaction including the deuteron, nucleon-nucleon scattering, polarization, determination of real parameters of Smatrix, and related topics. Study of nuclear models, including shell model, collective model, unified model. Energy level spectra, static momenta, and electromagnetic transition rates. Study of nuclear scattering and reactions including the optical model and direct interactions.

    Beta decay and an introduction to weak interactions. Prerequisite s : PHY C. Advanced topics in nuclear theory; theory of quantum-mechanical scattering processes. Exact formal theory and models for two-body scattering. Exact formal theory and models for three-body scattering. Relativistic quantum mechanics of particles; techniques and applications of second quantization; Feynman diagrams; renormalization. Continuation of A, with selected advanced topics, such as S-matrix theory, dispersion relations, axiomatic formulations.

    Renormalization theory and applications, including dimensional regularization, Ward identities, renormalization group equations, coupling constant unification, and precision electroweak calculations. May be repeated for credit with consent of instructor. Prerequisite s : Graduate standing in Physics or consent of instructor.

    May be repeated for credit when topic differs. Graduate standing in Physics or consent of instructor required. Modern geometric methods in theoretical physics, with topics ranging from from pseudo-Riemannian differential geometry and topology with application to general relativity, black holes, and string theory.

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    Topics in condensed matter physics: Crystal structure; one-electron theory; transport and optical properties of semiconductors; phonons, electron-phonon scattering. Topics in condensed matter physics: transport and optical properties of metals and quantum structures; experimental measurement the Fermi surface and of phonon spectra. Review of second quantization. Interacting electron gas, electron-phonon interaction and effects, including instabilities of electronic systems.

    Topics in the theory of superconductivity and magnetism. Topics chosen from areas of current research interest. Experimental and theoretical fundamentals of surface and interface physics and chemistry, including electronic and magnetic structure, thermodynamics, adsorption kinetics, epitaxial growth, and a discussion of various spectroscopic and structural probes based on photons, electrons, ions, and scanning probes. Phenomenology and systematics of strong, electromagnetic, and weak interactions of hadrons and leptons; determination of quantum numbers; quarks and quarkonia; deep inelastic scattering; the quark parton model; experiments at hadron colliders and electron-positron colliders.

    Electroweak interactions; phenomenology of the Standard Model of SU 2 LxU 1 ; weak interaction experiments; properties of and experiments with W and Z vector bosons; Glashow-Weinberg-Salam model and the Higgs boson; introduction to supersymmetry and other speculations. PHY B taken previously or concurrently. Collider physics.

    Topics include quark and gluon distribution functions and the computation of cross sections; Large Hadron Collider and International Linear Collider phenomenology; collider and detector characteristics; extracting models from data; software tools for analyzing experimental data. Construction of supersymmetric models of particle physics; superfields; supersymmetry breaking the minimal supersymmetric standard model; supergravity.

    Collider phenomenology of supersymmetry. Dark matter phenomenology. Not offered every year. Advanced topics in supersymmetry. Topic varies. Introduction to techniques and methods of designing and executing experiments. Problems and examples from condensed matter research will be utilized. Problems and examples from nuclear and particle research will be utilized. Introduction to statistical data analysis methods in particle physics.

    Theoretical lectures combined with practical computer laboratory work. Techniques for extracting signals from noise, systematic error. PHY — Econophysics 4 Active. Application of ideas from statistical mechanics to the financial markets. Market dynamics from a physics and systems perspective, including the statistical distributions of returns, the dynamics of prices, and models for the markets.

    Advanced undergraduate or introductory graduate differential equations, applied linear algebra, and probability theory; e. Limited to 30 students. Nonlinear dynamics, deterministic chaos, bifurcations, pattern formation, symbolic dynamics, measurement theory, stochastic processes, elementary information theory, information in complex systems, computational laboratory.

    Structural complexity, computational mechanics, information measures, causal inference, applications to complex materials, quantum dynamics, and nonequilibrium thermodynamics, computational laboratory.



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