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DEPARTMENT OF PHYSICS Course Title Statistical Physics and Thermodynamics Department Physics Division in the Dept. Code Term Level Master of FİZ 501 Fall Science Course Prerequisites Name of Instructors Instructor Information Course Objective and brief Description 1 2 3 4 Type Language Opt. Turkish Lecture 3 Credit hours/week Lab Credit ECTS Credit 3 0 5 Doç. Dr. Cesur EKİZ Department of Physics [email protected] The purpose of course is to give information about basic principles of statistical physics and thermodynamics. Textbook and Supplementary readings İstatistik Mekaniğe Giriş, Bekir Karaoğlu, Seyir Yayıncılık Statistical Physics, Berkeley physics course-volume 5 Principles of Equilibrium Statistical Mechanics, D. Chowdhury, D. Stauffer, Wiley-VCH COURSE CALANDER / SCHEDULE Week Lecture topics 1 Basic probability theory 2 Classical statistical mechanics 3 Maxwell-Boltzmann statistics 4 Statistics and Thermodynamic connection 5 Quantum statistics 6 Quantum statistics 7 Microcanonic ensemble 8 Canonic ensemble 9 Grand Canonic ensemble 10 Fermi-Dirac statistics 11 Fermi-Dirac statistics 12 Bose-Einstein statistics 13 Bose-Einstein statistics 14 Practice/Lab/Field Final Exam Course assessment will be weighted 40 % for one quiz and 60 % for the final exam. Depending on instructor’s preference, assessment may be by written or/and oral examination, homework, lab assay, projects, group presentation, or a combination of these. DEPARTMENT OF PHYSICS Course Title Condensed Matter Physics I Department Physics Division in the Dept. Solid State Physics Code Term Level Type Language Lecture FIZ 503 Fall Master Scienece Opt. Turkish-English 3 Credit hours/week Lab Credit ECTS Credit 3 0 5 Course Prerequisites Name of Instructors Instructor Information Assistant Prof. Dr. Hüseyin Derin Course Objective and brief Description To provide the properties of solids through clear and detailed treatments of fundamental theoretical concepts are explored and understanded by students 1 2 3 4 Department of Physics, Faculty of Sciences&Arts, Adnan Menderes University, 09010AYDIN, Turkey, [email protected] The course relates to crystal structures and the behaviour of electrons in crystal. Textbook and Supplementary readings Introduction to Solid state Physics, Charles Kittel, University of California, Berkeley, John Wiley&Sons, Inc., 2005, (8.Baskı) Solid State Physics, Neil W. Ashcroft, and N. David Mermin, Cornel University, Thomson Learning, 1976 The physics of Solids, Richard Turton, Oxford University Press, Oxford, 2000 Solid State Physics, F. Wooten and D. Weaire, Volume 2, Academic Pres, New York, 1987 COURSE CALANDER / SCHEDULE Week 1 Lecture topics Free electron theory; Free electron Fermi gas 2 Electrical properties of metals 3 Thermal properties of metals 4 Wave equation of electron in a periodic potential 5 Nearly free electron model 6 Electron-phonon scattering 7 Supercondictivity 8 Magnetic properties of solids 9 Semiconductors 10 Midterm exam 11 Optical properties of solids 12 Nanostructures 13 Noncrystalline solids 14 Practice/Lab/Field Final Exam Course assessment will be weighted 40 % for one quiz and 60 % for the final exam. Depending on instructor’s preference, assessment may be by written or/and oral examination, homework, lab assay, projects, group presentation, or a combination of these. DEPARTMENT OF PHYSICS Course Title Relativistic Particle Theory Department Physics Division in the Dept. Physics Code Term Level FİZ 505 Fall Course Prerequisites Name of Instructors Instructor Information Course Objective and brief Description 1 2 3 4 Type Master Language Lecture Optinal Turkish Fiz 511 Quantum Physics, 3 Credit hours/week Lab Credit ECTS Credit 3 0 5 Assistant Prof. Haydar Uncu Adnan Menderes Üniversitesi, Fen Edebiyat Fakültesi, Fizik Bölümü Aytepe Mevkii 09100 Aydın. E-mail:[email protected] Investigating atomic and subtatomic particles which move with speeds close to speed of light. Textbook and Supplementary readings Relativistic Quantum Mechanics (Yazar: P. Strange) Introduction to Elemantary Particles (Yazar: D. Griffiths) The Quantum Theory of Fields, Volume 1: Foundations (Yazar: S. Weinberg) Quantum Mechanics: (Yazar: B.H. Bransden & C.J. Joachain) COURSE CALANDER / SCHEDULE Week 1 Lecture topics A Brief Summary of Special Relativity 2 Basic Aspects of Angular Momentum 3 Particles of Spin-Zero and The Klein Gordon Equation 4 The Dirac Equation 5 Free Particles/Antiparticles 6 Symmetries and Operators 7 Separating Particles from Antiparticles 8 One-Electron Atoms 9 Potential Problems 10 Atoms with More Than One Electrons 11 Scattering Thory 12 Electrons and Photons 13 Superconductivity 14 Practice/Lab/Field Final Exam Course assessment will be weighted 40 % for one quiz and 60 % for the final exam. Depending on instructor’s preference, assessment may be by written or/and oral examination, homework, lab assay, projects, group presentation, or a combination of these. DEPARTMENT OF PHYSICS Course Title Classical Mechanics Department Physics Division in the Dept. Physics Code FİZ 507 Term Fall Level Type Language Master Obligat ory Turkish Lecture Course Prerequisites Name of Instructors Instructor Information Course Objective and brief Description 1 2 3 4 3 Credit hours/week Lab Credit ECTS Credit 3 0 10 None Yrd. Doç. Dr. Nuray Horasan Adnan Menderes Üniversitesi Fen-edebiyat Fakültesi Fizik Bölümü AYDIN [email protected] To teach the fundamental concepts of classical mechanics in an advanced level Textbook and Supplementary readings Classical mechanics, Herbert Goldstein Classical mechanics, T. W. Kibble, F. H. Berkshire Foundations of mechanics, R. Abragam, J. E. Marsden Mechanics, John C. Slater, Nathaniel F. Frank COURSE CALANDER / SCHEDULE Week 1 Lecture topics Survey of the elementary principles 2 Velocity-dependent potentials 3 Variational principles and Lagrange’s equations 4 The central force, The two body problem 5 Kinematics of rigid body motions 6 The rigid body equations of motions 7 Small oscillation approach 8 The classical mechanics of the special theory of relativity 9 The Hamilton equations of motion 10 Canonical transformations 11 Hamilton-Jacobi theory 12 Canonical perturbation theory 13 The mechanics of continuous systems 14 Practice/Lab/Field Final Exam Course assessment will be weighted 40 % for one quiz and 60 % for the final exam. Depending on instructor’s preference, assessment may be by written or/and oral examination, homework, lab assay, projects, group presentation, or a combination of these. DEPARTMENT OF PHYSICS Course Title Computer Simulations in Physics I Department Physics Division in the Dept. Physics Code FIZ 509 Term Level Fall Master Science Type Language Opt. TurkishEnglish Lecture 2 Credit hours/week Lab Credit ECTS Credit 3 2 5 Course Prerequisites Name of Instructors Instructor Information Course Objective and brief Description 1 2 3 4 Prof. Dr. Halil YARANERİ Department of Physics, Faculty of Sciences&Arts, Adnan Menderes University, 09010AYDIN, Turkey, [email protected] Program is intended to provide to students the ability to write computer algorithm for various problems in physics and solve them by various methods. Textbook and Supplementary readings H.Gould,J.Tobochnik,An Introduction to Computer Simulation Methods,Application to Physical Problems,Addison-Wesley ,New York,1996. W.H.Press,B.P.Flannery,Numerical Recipes,Cambridge University Press,Cambridge,1987. B.Karaoğlu,Sayısal Fizik,Seyir Yayınevi,2004 ,Istanbul. COURSE CALANDER / SCHEDULE Week 1 Lecture topics Introduction to Computer Programming 2 Examples of Differential Equations in Physics and Their significans 3 Methods of Solving Differential Equations-Euler Methods 4 5 Solving 1D Equations of motion-Linear and Nonlinear Oscillators Solving 2D Equations of motion-Motion of a particle in a potantial 6 Solving Many-Body particle problem-Clasical Scattering 7 Systems with Many Degrees of Freedom-Phonons and Dispersion 8 Runge-Kutta Integration Methods 10 Solution of Equations of Motion in 1D and 2D by Runge-Kutta Methods Runge-Kutta Methods for System of Many Degrees of freedom 11 Numerical Solution of Partial Differential Equations 12 Solving Time Independent Schrödinger equations 13 Solving Scrödinger Equations for Infinite Well,Harmonic and Coulomb Potantial 9 14 Practice/Lab/Field Final Exam Course assessment will be weighted 40 % for one quiz and 60 % for the final exam. Depending on instructor’s preference, assessment may be by written or/and oral examination, homework, lab assay, projects, group presentation, or a combination of these. DEPARTMENT OF PHYSICS Course Title Quantum Mechanics Department Physics Division in the Dept. Physics Code Term Level Type Language Lecture Master FİZ 511 Fall Course Prerequisites Obl. Turkish 3 Name of Instructors Instructor Information Credit hours/week Lab Credit ECTS Credit 3 0 10 Assist. Prof. Haydar Uncu Adnan Menderes Üniversitesi, Fen Edebiyat Fakültesi, Fizik Bölümü Aytepe Mevkii 09100 Aydın. E-mail:[email protected] Introducing mathematical structure and applications of quantum mechanics. Course Objective and brief Description 1 2 3 4 Textbook and Supplementary readings Quantum Mechanics: Foundations and Applications (Author: Arno Bohm) Principles of Quantum Mechanics (Author: Ramamurti Shankar) Quantum Mechanics (Author: L.E Ballantine) Quantum Mechanics: A Modern Development (Author: B.H. Bransden & C.J. Joachain) COURSE CALANDER / SCHEDULE Week Lecture topics Practice/Lab/Field 1 Mathematical Foundations -- 2 Axioms of Quantum Mechanics -- 3 Simple Problems in One Dimesnsion -- 4 The Classical Limit -- 5 The Harmonic Oscillator -- 6 The Heisenberg Uncertainity Relation --- 8 Systems with N Degrees of Freedom, Symmetries and Their Conesquences Rotational Invariance and Quantum Mechanics 9 Hydrogen Atom -- 10 Spin -- 11 Addition of Angular Momenta -- 12 Approximation Methods -- 13 Introduction to Scattering Theory -- 7 14 -- Final Exam Course assessment will be weighted 40 % for one quiz and 60 % for the final exam. Depending on instructor’s preference, assessment may be by written or/and oral examination, homework, lab assay, projects, group presentation, or a combination of these. DEPARTMENT OF PHYSICS Course Title Optics of thin films Department Physics Division in the Dept. Physics Code Term Level Type Language FIZ 513 Fall Master Scienece Opt. TurkishEnglish Lecture 3 Credit hours/week Lab Credit ECTS Credit 3 0 5 Course Prerequisites Name of Instructors Instructor Information Assistant Prof. Dr. Hüseyin Derin Department of Physics, Faculty of Sciences&Arts, Adnan Menderes University, 09010AYDIN, Turkey, [email protected] To understand the general features of the optical behaviour of thin films showed large differences fron those the bulk materials, and to learn the studying techniques of optical Course properties of thin films. Objective and Optics of thin films studies the optical properties of thin layers having the thicknesses brief ranging a few nanometers up to about 1000nm and which transmit a measurable amount Description of radiation. Textbook and Supplementary readings 1 Optics of Thin Films, Antonin Vasicek, North- Holland Publishing Company, Amsterdam, 1959 2 Basics of Optics of Multılayer systems, Sh. A. Furman, and A. V. Tikhonravov, Fong&Sons Printers Pte. Ltd, 1992 3 Optical Properties of Thin Solid Films, O. S. Heavens, Dover Publications, Inc., New York, 1954 4 The Optical Constants of Bulk Materials and Films(2nd Ed.), L Ward, Institute od Physics Publishing, Bristol-1994 COURSE CALANDER / SCHEDULE Week 1 Lecture topics Electromagnetic field in layered media 3 Amplitude transmittance and reflectance of layered media, Frensel coefficients Optical constants of layered media 4 Absorption and dispersion 5 Reflection and transmission by a single film. 6 Optical constants of thin films; experimental methods 7 Results on optical constants; metal films 8 Abnormal absorption phenomenon 9 Maxwell-Garnett theory 10 Midterm exam 11 Dielectric and semiconductor films 12 Size effect in optical properties 13 Multilayer optical stystem 2 14 Practice/Lab/Field Final Exam Course assessment will be weighted 40 % for one quiz and 60 % for the final exam. Depending on instructor’s preference, assessment may be by written or/and oral examination, homework, lab assay, projects, group presentation, or a combination of these. DEPARTMENT OF PHYSICS Course Title Quantum Physics Department Physics Division in the Dept. Physics Code Term Level FİZ Master Fall 515 Course Prerequisites Name of Instructors Instructor Information Course Objective and brief Description 1 2 3 4 Type Language Elective Turkish Lecture 3 Credit hours/week Lab Credit ECTS Credit 3 0 5 Fiz 506 Mathematical Methods in Physics, Fiz 511 Quantum Mechanics, Assist. Prof. Haydar Uncu Adnan Menderes Üniversitesi, Fen Edebiyat Fakültesi, Fizik Bölümü Aytepe Mevkii 09100 Aydın. E-mail:[email protected] Introducing symmetries in nature and the Group theory which is the mathematical method for investigating these symmetries. Textbook and Supplementary readings Symmetry in Physics (Authors: J.P. Elliot, P.G. Dawber) Lie Groups and Algebras with Applications to Physics, Geometry and Mechanics (Authors: D.H Sattinger, O.L. Weaver) Lie Groups, Lie Algebras and Some of their Applications (Author: R. Gilmore) Group Theory in Physics (Author: Wu-Ki Tung) COURSE CALANDER / SCHEDULE Week Lecture topics Practice/Lab/Field 1 Groups and their Properties -- 2 Linear Algebra and Vector Spaces -- 3 Group Representations -- 4 Symmetry in Quantum Mechanics -- 5 Molecular Vibrations -- 6 Continuous Groups and their Representations -- 7 Angular Momentum and the Group R -- 8 Point Groups with an Application to Crystal Fields -- 9 Isospin and the Group SU2 -- 10 The Group SU3 with Applications to Elemantary Particles -- 11 Irreducible Representations of SU3 -- 12 Supermultiplets in Nuclei and Elementary Particles -- 13 Space and Time -- 14 3 Final Exam Course assessment will be weighted 40 % for one quiz and 60 % for the final exam. Depending on instructor’s preference, assessment may be by written or/and oral examination, homework, lab assay, projects, group presentation, or a combination of these. DEPARTMENT OF PHYSICS Course Title Nonlinear Dynamics and Chaos Department Physics Division in the Dept. Physics Code Term Level Type Language FIZ 517 Fall Master Science Opt. TurkishEnglish Credit hours/week Lecture Lab Credit 3 3 0 ECTS Credit 5 Course Prerequisites Name of Instructors Instructor Information Course Objective and brief Description 1 2 3 4 Prof. Dr. Halil YARANERİ Department of Physics, Faculty of Sciences&Arts, Adnan Menderes University, 09010AYDIN, Turkey, [email protected] Program is intended to provide to students the ability to write deal with nonlinear systems and solve the problems related to it by various methods. Textbook and Supplementary readings R.H.Rand ,Lecture Notes on Nonlinear Vibrations ,Cornell University Press,NewYork,2001 L.N.Virgin,Introduction to Experimental Nonlinear Dynamics,Cambridge University Press,2000,Cambridge S.H.Strogatz,Nonlinear Dynamics and Chaos,Perseus Books 1994,Massachusetts COURSE CALANDER / SCHEDULE Week 1 Lecture topics Introduction to Nonlinear Systems 2 Flows in one dimensions and bifurcations 3 Representation of systems in Phase plane and its interpretation 4 Investigation of one dimensional nonlinear systems ,equilibrium points. 5 Stability of Equilibrium points and bifürcations 6 Investigation of nonlinear systems in two dimensions 7 Phase space representation and Periodic motions 8 Limit cycle and bifurcations in two dimension 9 Mapping in one and two dimension 10 Investigation of Logistic ve Lorenz equation 11 Definition of chaos and investigation of its relation two bifurcations 12 Investigation of Chaos Control 13 Strange attractors 14 Practice/Lab/Field Final Exam Course assessment will be weighted 40 % for one quiz and 60 % for the final exam. Depending on instructor’s preference, assessment may be by written or/and oral examination, homework, lab assay, projects, group presentation, or a combination of these. DEPARTMENT OF PHYSICS Course Title Statistical Mechanics of phase transitions Department Physics Division in the Dept. Code FİZ 519 Term Level Type Language Fall Masterof Science Opt. Turkish Lecture 3 Credit hours/week Lab Credit ECTS Credit 3 0 5 Course Prerequisites Name of Instructors Instructor Information Doç. Dr. Cesur EKİZ Course Objective and brief Description The purpose of course is to give information about basic principles of phase transitions. 1 2 3 4 Department of Physics [email protected] Textbook and Supplementary readings İstatistik Mekaniğe Giriş, Bekir Karaoğlu, Seyir Yayıncılık Statistical Physics, Berkeley physics course-volume 5 Principles of Equilibrium Statistical Mechanics, D. Chowdhury, D. Stauffer, Wiley-VCH COURSE CALANDER / SCHEDULE Week Lecture topics 1 Phase transitions 2 Critical points 3 Thermodynamic limit 4 Critical phenomena in fluids and magnets 5 Kararlı, yarıkararlı ve kararsız durumlar 6 Stable, metasable and unstable states 7 Stable, metasable and unstable states 8 Stable, metasable and unstable states 9 Classification of phase transitions 10 Classification of phase transitions 11 Derivation of the thermodynamic potentials 12 Derivation of the thermodynamic potentials; 13 Critical exponents 14 Practice/Lab/Field Final Exam Course assessment will be weighted 40 % for one quiz and 60 % for the final exam. Depending on instructor’s preference, assessment may be by written or/and oral examination, homework, lab assay, projects, group presentation, or a combination of these. DEPARTMENT OF PHYSICS Advanced Atomic and Molecular Physics I Course Title Department Physics Division in the Dept. Atomic and molecular physics Code Term Level Type Language Master FIZ523 Fall Course Prerequisites Elective Turkish Name of Instructors Instructor Information Course Objective and brief Description 1 2 3 4 Lecture 3 Credit hours/week Lab Credit ECTS Credit 3 0 5 None Yrd. Doç. Dr. Nuray Horasan [email protected] To teach atom structure, atomic spectroscopy and application fields of atomic spectroscopy. Textbook and Supplementary readings Atom ve molekül fiziği, B. H. Bransden and C. J. Joachain Atomic Phyics, Dimitry Budker, Derek F. Kimball, David P. Demille Advances in atomic, molecular and optical physics, Benjamin Bederson, Harbert Walther Introduction to Quantum Mechanics, R. H. Dicke, J. P. Wittke COURSE CALANDER / SCHEDULE Week 1 Lecture topics Introduction of atomic physics and atomic structure 2 One-electron atoms 3 Interaction of one-electron atoms with electromagnetic radiation 4 Fine structure and hyperfine structure, the Zeeman effect 5 The Stark effects, the Lamp shift, isotope shifts 6 Two-electron atoms 7 Many electron atoms 8 The Thomas-Fermi model of the atoms, the Hartree-Fock method 9 L-S ve j-j coupling 10 Interaction of many electron atoms with electromagnetic radiation 11 Selection rules 12 Atomic spectroscopy 13 Applications of atomic spectroscopy 14 Practice/Lab/Field Final Exam Course assessment will be weighted 40 % for one quiz and 60 % for the final exam. Depending on instructor’s preference, assessment may be by written or/and oral examination, homework, lab assay, projects, group presentation, or a combination of these. DEPARTMENT OF PHYSICS Course Title Magnetic Resonance I Department Physics Division in the Dept. Fizik Code Term Level Type Language Master FİZ 525 Fall Course Prerequisites Elective Turkish Name of Instructors Instructor Information Course Objective and brief Description 1 2 3 4 Credit hours/week Lecture Lab Credit ECTS Credit 3 3 0 5 None Yrd. Doç. Dr. Nuray Horasan Adnan Menderes Üniversitesi Fen-edebiyat Fakültesi Fizik Bölümü AYDIN [email protected] To teach fundamental principles of magnetic resonsance. Textbook and Supplementary readings Manyetik rezonans, Fevzi Apaydın Introductin to magnetic resonance, A. Carrington, A. D. Mclachlan Principles of magnetic resonance, C. P. Slichter Quantum Theory of Atomic Structure, J. C. Slater COURSE CALANDER / SCHEDULE Week 1 Lecture topics Quantum mechanical theory 2 Motion equation of isolated spin systems 3 Motion equation of unisolated spin systems 4 5 Magnetic susceptibility, absorption energy of spin system, transition effects Investigation of spin system by quantum mechanical methods 7 Transition probability, linewidth, temperature dependent of saturated state Spectroscopy and magnetic resonance 8 Basic principles of magnetic resonance 6 10 Experimental techniques of magnetic resonance, EPR and NMR spectrometer Technique of continuous wave NMR and EPR 11 Phase-sensitive detector 12 Mechanism of pulsed spectrometer 13 Measurement techniques of relaxation times 9 14 Practice/Lab/Field Final Exam Course assessment will be weighted 40 % for one quiz and 60 % for the final exam. Depending on instructor’s preference, assessment may be by written or/and oral examination, homework, lab assay, projects, group presentation, or a combination of these. DEPARTMENT OF PHYSICS Course Title Functional Analşsis for Physicists Department Physics Division in the Dept. Physics Code Term Credit hours/week Lecture Lab Credit ECTS Credit 3 Elective Turkish 3 0 5 FİZ 506 Mathematical Methods in Physics Level Type Master FİZ 527 Fall Course Prerequisites Name of Instructors Instructor Information Course Objective and brief Description 1 2 3 4 Language Assist. Prof. Haydar UNCU Adnan Menderes Üniversitesi Fen-edebiyat Fakültesi Fizik Bölümü Aytepe Mevkii 09100 AYDIN. [email protected] Introducing mathematical methods for advanced quantum mechanics. Textbook and Supplementary readings Fonksiyonel Analiz (İbrahim Şuhubi) Introductory Functional Analysis with Applications (E. Kreyszig) Elements of the Theory of Functions and Functional Analysis (A. N. Kolmogorov and S. V. Fomin) Functional Analysis (Walter Rudin) COURSE CALANDER / SCHEDULE Week 1 Lecture topics 2 Normed Spaces, Banach Spaces 3 Innerr Product Spaces 4 Hilbert Spaces 5 Fundamental Theorem of Normed and Banach Spaces 6 Banach Fixed Point Theorem 7 Approximation Theory 8 Spectral Theory for Linear Operators 9 Compact Linear Operators 10 Spectral Theory for Bounded Self-Adjoint Linear Operators 11 Unbounded Linear Operators for Hilbert Spaces 12 Unbounded Linear Operators in Quantum Mechanics 13 Digged Hilbert Spaces 14 Practice/Lab/Field Metric Spaces Final Exam Course assessment will be weighted 40 % for one quiz and 60 % for the final exam. Depending on instructor’s preference, assessment may be by written or/and oral examination, homework, lab assay, projects, group presentation, or a combination of these. DEPARTMENT OF PHYSICS Course Title Quantum Computation and Quantum Information Department Physics Division in the Dept. Physics Code Term Credit hours/week Lecture Lab Credit ECTS Credit 3 Elective Turkish 3 0 5 FİZ 506 Mathematical Methods in Physics Level Type Master FİZ 529 Fall Course Prerequisites Name of Instructors Instructor Information Course Objective and brief Description 1 2 3 4 5 Language Yrd. Doç. Dr. Cenk AKYÜZ Adnan Menderes Üniversitesi Fen-edebiyat Fakültesi Fizik Bölümü Aytepe Mevkii 09100 AYDIN. E-mail: [email protected] In quantum computation and quantum information theory, some fundamental cımcepts are investigated in graduate level. Textbook and Supplementary readings Qantum Computation and Quantum Information, Authors: Michael A. Nielsen, Isaac L. Chuang Principles of Quantum Computation and Information Vol.I-II, Authors: Giuliano Benenti, Giulio Casati, and Giulianı Strini Classical and Quantum Computing, Authors: Yorick Hardy and Willi-Hans Steeb The Pyhsics of Quantum Information, Authors: Dirk Bouwmeester, Artur Ekert, and Anton Zeilinger Lectures on Quantum Information, Authors: Dagmar Brub and Gerd Leuchs COURSE CALANDER / SCHEDULE Week 2 Lecture topics Introduction to the fundamental concepts of quantum computation and quantum information. A brief overview of quantum mechanics. 3 Quantum circuits. 4 Introduction to quantum algorithms 5 Shor’s factoring algorithms 6 Grover’ search algorithm. 7 Entanglement. 1 9 Entanglement applications: Quantum teleportation, entanglement swapping, and superdense coding. Quantum cryptongraphy. 10 Quantum noise and quantum error correction. 11 Entropy and information. 12 Shannon entropy and von Neumann entropy. 13 Physical realizations of quantum computers. 8 14 Practice/Lab/Field Final Exam Course assessment will be weighted 40 % for one quiz and 60 % for the final exam. Depending on instructor’s preference, assessment may be by written or/and oral examination, homework, lab assay, projects, group presentation, or a combination of these. DEPARTMENT OF PHYSICS Course Title Statistical Mechanics Department Physics Division in the Dept. Code Term Level Master of Science Course Prerequisites FİZ 502 Spring Name of Instructors Instructor Information Course Objective and brief Description 1 2 3 4 Type Language Lecture Opt. Turkish 3 Credit hours/week Lab Credit 3 0 ECTS Credit 5 Doç. Dr. Cesur EKİZ Department of Physics [email protected] The purpose of course is to give information about basic principles of statistical physics and thermodynamics. Textbook and Supplementary readings İstatistik Mekaniğe Giriş, Bekir Karaoğlu, Seyir Yayıncılık Statistical Physics, Berkeley physics course-volume 5 Principles of Equilibrium Statistical Mechanics, D. Chowdhury, D. Stauffer, Wiley-VCH COURSE CALANDER / SCHEDULE Week 1 Lecture topics Helmholtz, Enthalpy and Gibbs functions 2 Maxwell relations 3 Macroskopic and microskopic states 4 Classical ideal gas, Phase space 5 Microcanonic, Canonic and Grand canonic ensembles, 6 Microcanonic, Canonic and Grand canonic ensembles 7 The equipartition function 8 Nernst postulate, Landau-Ginzburg phase theorem 9 Distribution functions 10 Entropy concept 11 Quantum Statistical mechanics 12 Fermi-Dirac and Bose-Einstein distributions 13 Interacting particles 14 Practice/Lab/Field Final Exam Course assessment will be weighted 40 % for one quiz and 60 % for the final exam. Depending on instructor’s preference, assessment may be by written or/and oral examination, homework, lab assay, projects, group presentation, or a combination of these. DEPARTMENT OF PHYSICS Course Title Condensed Matter Physics II Department Physics Division in the Dept. Physics Code FIZ 504 Term Level Spring Master Science Type Language Opt. TurkishEnglish Lecture 3 Credit hours/week Lab Credit ECTS Credit 0 3 5 Course Prerequisites Name of Instructors Instructor Information Course Objective and brief Description 1 2 3 4 Assistant Prof. Dr. Hüseyin Derin Department of Physics, Faculty of Sciences&Arts, Adnan Menderes University, 09010AYDIN, Turkey, [email protected] To provide the properties of solids through clear and detailed treatments of fundamental theoretical concepts are explored and understanded by students The course relates to crystal structures and the behaviour of electrons in crystal. Textbook and Supplementary readings Introduction to Solid state Physics, Charles Kittel, University of California, Berkeley, John Wiley&Sons, Inc., 2005, (8.Baskı) Solid State Physics, Neil W. Ashcroft, and N. David Mermin, Cornel University, Thomson Learning, 1976 The physics of Solids, Richard Turton, Oxford University Press, Oxford, 2000 Solid State Physics, F. Wooten and D. Weaire, Volume 2, Academic Pres, New York, 1987 COURSE CALANDER / SCHEDULE Week 1 Lecture topics Crystal sturucture; fundamental types of lattices, symetry and index systems for crystal planes 2 Wave diffraction and the reciprocal lattice 3 Crystal Binding 4 Elastic waves and elastic constans 5 Phonons; Vibrations of crystal lattice 6 Steady of crystals and transitions of structural phase 7 Thermal properties of crystals 8 Electrical properties of crystals 9 Magnetic properties of crystals 10 Midterm exam 11 Inelastic scattering by phonon 12 Energy bands of solids 13 Metals and insulators 14 Practice/Lab/Field Final Exam Course assessment will be weighted 40 % for one quiz and 60 % for the final exam. Depending on instructor’s preference, assessment may be by written or/and oral examination, homework, lab assay, projects, group presentation, or a combination of these. DEPARTMENT OF PHYSICS Course Title Mathematical methods in Physics Department Physics Division in the Dept. Code Term Level Master of Science Course Prerequisites FİZ 506 Spring Type Language Obl. Turkish Lecture 3 Credit hours/week Lab Credit ECTS Credit 3 0 10 Name of Instructors Instructor Information Doç. Dr. Cesur EKİZ Course Objective and brief Description The purpose of course is to give information about basic principles of phase transitions. 1 2 3 4 Department of Physics [email protected] Textbook and Supplementary readings Fizikte Matematiksel Yöntemeler, Bekir Karaoğlu, Seyir Yayıncılık Mathematical Methods for Physicists, G. Arfken COURSE CALANDER / SCHEDULE Week Lecture topics 1 Vektör analyzes 2 Vektör analyzes 3 Coordinat systems 4 Integral Theorems 5 Matrix ve determinants 6 Matrix ve determinants 7 Eigenvalue problem 8 Kompleks Analyzes 9 Kompleks Analyzes 10 Kompleks Analyzes 11 Differential equations 12 Differential equations 13 Differential equations 14 Practice/Lab/Field Final Exam Course assessment will be weighted 40 % for one quiz and 60 % for the final exam. Depending on instructor’s preference, assessment may be by written or/and oral examination, homework, lab assay, projects, group presentation, or a combination of these. DEPARTMENT OF PHYSICS Course Title Classical Electrodynamics Department Physics Division in the Dept. Physics Code Term Level Type Language Lecture Master FİZ 508 Spring Course Prerequisites Obl. Turkish 3 Name of Instructors Instructor Information Course Objective and brief Description 1 2 3 4 Credit hours/week Lab Credit ECTS Credit 3 0 10 None Yrd. Doç. Dr. Nuray Horasan Adnan Menderes Üniversitesi Fen-edebiyat Fakültesi Fizik Bölümü AYDIN [email protected] To teach to fundamentals of classical electrodynamics and applications Textbook and Supplementary readings Classical Electrodynamics, John David Jackson Classical Electromagnetic radiation, Jerry B. Marion Introductions to Electrodynamics, D.J.Griffits Classical Electrodynamics, W. Greiner COURSE CALANDER / SCHEDULE Week 1 Lecture topics Introduction to electrostatics 2 Boundary-value problems 3 Electrostatics of macroscopic media 4 dielectrics and magnetostatics 5 Time-varying fields 6 Maxwell’s equations, conservations laws 7 Plane electromagnetic waves, propagation of waves, radiating systems 8 scattering and diffraction 9 Special theory of relativity 10 theory of relativistic particle and electromagnetic fields 11 Radiation by moving charges 12 radiation damping 13 self fields of particles 14 Practice/Lab/Field Final Exam Course assessment will be weighted 40 % for one quiz and 60 % for the final exam. Depending on instructor’s preference, assessment may be by written or/and oral examination, homework, lab assay, projects, group presentation, or a combination of these. DEPARTMENT OF PHYSICS Course Title Computer Simulations in Physics II Department Physics Division in the Dept. Physics Code FIZ 510 Term Level Spring Master Scienece Type Language Opt. TurkishEnglish Lecture 2 Credit hours/week Lab Credit ECTS Credit 3 2 5 Course Prerequisites Name of Instructors Instructor Information Course Objective and brief Description 1 2 3 4 Prof. Dr. Halil YARANERİ Department of Physics, Faculty of Sciences&Arts, Adnan Menderes University, 09010AYDIN, Turkey, [email protected] Program is intended to provide to students the ability to write computer algorithm for various problems in physics and solve them by various methods. Textbook and Supplementary readings H.Gould,J.Tobochnik,An Introduction to Computer Simulation Methods,Application to Physical Problems,Addison-Wesley ,New York,1996. W.H.Press,B.P.Flannery,Numerical Recipes,Cambridge University Press,Cambridge,1987. B.Karaoğlu,Sayısal Fizik,Seyir Yayınevi,2004 ,Istanbul. COURSE CALANDER / SCHEDULE Week 2 Lecture topics Programing for Simple Nonlinear Systems-Duffing,Van der Pol Oscillators Chaotic Motions of Dynamical Systems 3 Random Processes in Physics-Random Walk and Fermat Principle 4 Simulations of Normal Modes and Simple Waves. 5 Simulations of Some Electrostatics Problems 6 Introduction To Monte Carlo Methods 7 Simulation for Some Simple Spin Systems 8 Introduction to Moleculer Dynamics 9 Simulation of Ideal Gas System 10 Comparison of Molecular Dynamic and Monte Carlo Methods 11 Simulation of Mapping in someNonlinear Systems-Logistic Equation 12 Nonlinear Systems and Introduction to Bifurcation 13 Introduction to Chaos and Complexity in some systems 1 14 Practice/Lab/Field Final Exam Course assessment will be weighted 40 % for one quiz and 60 % for the final exam. Depending on instructor’s preference, assessment may be by written or/and oral examination, homework, lab assay, projects, group presentation, or a combination of these. DEPARTMENT OF PHYSICS Course Title Quantum Mechanics Department Physics Division in the Dept. Physics Code Term FİZ 512 Spring Course Prerequisites Name of Instructors Instructor Information Course Objective and brief Description 1 2 3 4 Level Type Language Master Opt. Turkish Lecture 3 Credit hours/week Lab Credit ECTS Credit 3 0 5 Assist. Prof. Haydar Uncu Adnan Menderes Üniversitesi, Fen Edebiyat Fakültesi, Fizik Bölümü Aytepe Mevkii 09100 Aydın. E-mail:[email protected] Introducing physical structures of micro systems using quantum theory. Textbook and Supplementary readings Quantum Mechanics: Foundations and Applications (Author: Arno Bohm) Quantum Mechanics: (Authors: Claude Cohen-Tannoudji, Bernard Diu, Frank Laloe ) Quantum Mechanics (Author: L.E Ballantine) Quantum Mechanics: A Modern Development (Author: B.H. Bransden & C.J. Joachain) COURSE CALANDER / SCHEDULE Week Lecture topics Practice/Lab/Field 1 Harmonic Oscillator -- 2 Atoms with one Electron: Hydrogen Atom -- 3 Helium and Multi-electron Atoms -- 4 Identical Particles and Second Quantization -- Approximation Methods 1: Variational Methods and WKB Approximation Application of Time Independent Perturbation Theory -- -- 8 Application of Time Dependent Perturbation Theory, Fermi’ s Golden Rule Introduction to Scattering: Basics 9 Scattering in One Dimension -- 10 Scattering in Two and Three Dimensions -- 11 Resonance and Decay -- 12 Quantum Jump Experiments -- 13 Time in Quantum Mechanics -- 5 6 7 14 -- -- Final Exam Course assessment will be weighted 40 % for one quiz and 60 % for the final exam. Depending on instructor’s preference, assessment may be by written or/and oral examination, homework, lab assay, projects, group presentation, or a combination of these. DEPARTMENT OF PHYSICS Course Title Advanced topics in Mathematical Physics Department Physics Division in the Dept. Code Term Level Type Language Opt. Turkish Master of FİZ 514 Spring Science Course Prerequisites Name of Instructors Instructor Information Course Objective and brief Description 1 2 3 4 Lecture 3 Credit hours/week Lab Credit ECTS Credit 3 0 5 Doç. Dr. Cesur EKİZ Department of Physics [email protected] The purpose of course is to give information about basic principles of mathematical physics. Textbook and Supplementary readings Fizikte Matematiksel Yöntemeler, Bekir Karaoğlu, Seyir Yayıncılık Mathematical Methods for Physicists, G. Arfken COURSE CALANDER / SCHEDULE Week Lecture topics 1 Orthogonal functions 2 Orthogonal functions 3 Fourier and Laplace transformations 4 Fourier and Laplace transformations 5 Fourier and Laplace transformations 6 Differential equations 7 Differential equations 8 Differential equations 9 Solution wih Frobenius method, Linear equation systems 10 Solution wih Frobenius method, Linear equation systems 11 Solution wih Frobenius method, Linear equation systems 12 Partial differential equations 13 Partial differential equations 14 Practice/Lab/Field Final Exam Course assessment will be weighted 40 % for one quiz and 60 % for the final exam. Depending on instructor’s preference, assessment may be by written or/and oral examination, homework, lab assay, projects, group presentation, or a combination of these. DEPARTMENT OF PHYSICS Course Title Relativistic Quantum Mechanics Department Physics Division in the Dept. Physics Code Term Level Master FİZ 516 Spring Course Prerequisites Name of Instructors Instructor Information Course Objective and brief Description 1 2 3 4 Type Language Elective Turkish Lecture 3 Credit hours/week Lab Credit ECTS Credit 3 0 5 Assist. Prof. Haydar Uncu Adnan Menderes Üniversitesi, Fen Edebiyat Fakültesi, Fizik Bölümü Aytepe Mevkii 09100 Aydın. E-mail:[email protected] Introducing mathematical structure and applications of relativistic quantum mechanics. Textbook and Supplementary readings The Quantum Theory of Fields, Volume 1: Foundations (Author: S. Weinberg) The Quantum Theory of Fields, Volume 2: Modern Applications (Author: S. Weinberg) Relativistic Quantum Mechanics (Author: P. Strange) Quantum Mechanics: A Modern Development (Authors: B.H. Bransden & C.J. Joachain) COURSE CALANDER / SCHEDULE Week 1 Lecture topics Quantum Theory of Radiation -- 2 Quantization of Electrodynamics -- 3 Klein Gordon Equation -- 4 Dirac Equation -- 5 Application of Dirac Equation -- 6 Second Quantization -- 7 Symmetries -- 8 Fields and Interaction -- 9 Quantum Electrodynamics -- 10 Introduction to Renormalization -- 11 Symmetries and Gauge Theories -- 12 Path Integrals -- 13 Quantum Chronodynamics -- 14 Practice/Lab/Field Final Exam Course assessment will be weighted 40 % for one quiz and 60 % for the final exam. Depending on instructor’s preference, assessment may be by written or/and oral examination, homework, lab assay, projects, group presentation, or a combination of these. DEPARTMENT OF PHYSICS Course Title Technology of thin films Department Physics Division in the Dept. Physics Code FIZ 518 Term Level Spring Master Scienece Type Language Opt. TurkishEnglish Lecture 3 Credit hours/week Lab Credit ECTS Credit 3 0 5 Course Prerequisites Name of Instructors Instructor Information Assistant Prof. Dr. Hüseyin Derin Department of Physics, Faculty of Sciences&Arts, Adnan Menderes University, 09010AYDIN, Turkey, [email protected] To provide The students understood in detail the deposition techniques using in the Course preparation of thin films, and the importance in scientific and technological applications Objective and of thin films brief To explore both deposition techniques and the use in the scientific and technological Description field of thin films Textbook and Supplementary readings 1 Preparation of Thin Films, Joy George, Marcel Dekker, Inc., New York, 1992 2 Vacuum Deposition of Thin films, L. Holland, Chapman&Hall Ltd., London, 1961 3 Science and Technology of Thin Films, F. C. Matacotta and G. Ottaviani, World Scientific Publishing Co.Pte. Lte., London, 1995 4 Thin Film Phenomena, K. L. Chopra, McGraw-Hill, New York, 1969 COURSE CALANDER / SCHEDULE Week 1 2 Lecture topics Vacuum evaporation techniques. Mean free path of vapour molecules 5 Methods of thermal evaporation; resistive heating, laser evaporation, arc evaporation, Radiofrequency heating, flas evaporation, electron beam evaporation The emission characteristics of vapour sources and film thickness distribution Vacuum coating units; O-rings, valves, pumps and gauges of vacuum, 6 Vacuum evaporation sources; Heating flaments and boats 7 Substrates and their cleaning 3 4 9 The nucleation, growth ve structural properties in vacuum deposited films Sputtering techniques; magnetron, ion beam and AC sputtering 10 Midterm exam 11 Chemical deposition techniques 12 Others deposition techniques 13 Film thickness monitoring techniques and apparatus 8 14 Final Exam Practice/Lab/Field Course assessment will be weighted 40 % for one quiz and 60 % for the final exam. Depending on instructor’s preference, assessment may be by written or/and oral examination, homework, lab assay, projects, group presentation, or a combination of these. DEPARTMENT OF PHYSICS Course Title Quantum Physics Department Physics Division in the Dept. Physics Code Term Level FİZ 520 Spring Master Credit hours/week Lab Credit ECTS Credit 3 Elective Turkish 2 2 5 Fiz506 Mathematical Methods in Physics, Fiz511 Quantum Mechanics, Fiz515 Introduction to Group Theory Type Course Prerequisites Name of Instructors Instructor Information Course Objective and brief Description 1 2 3 4 Language Lecture Assist. Prof. Haydar Uncu Adnan Menderes Üniversitesi, Fen Edebiyat Fakültesi, Fizik Bölümü Aytepe Mevkii 09100 Aydın. E-mail:[email protected] Introducing symmetries in nature and the Group theory which is the mathematical method for investigating these symmetries. Textbook and Supplementary readings Lie Groups and Algebras with Applications to Physics, Geometry and Mechanics (Authors: D.H Sattinger, O.L. Weaver) Lie Groups, Lie Algebras and Some of their Applications (Author: R. Gilmore) Symmetry in Physics (Authors: J.P. Elliot, P.G. Dawber) Group Theory in Physics (Author: Wu-Ki Tung) COURSE CALANDER / SCHEDULE Week 1 Lecture topics Basic Principles of Group Theory -- 2 Representation of Groups -- 3 Character Tables and Crystal Structures -- 4 Tensors and Symmetry -- 5 Energy Bands in Solids -- 6 Crystal Field Structure -- 7 Spin and Angular Momentum -- 8 Selection Rules and Parity -- 9 Molecular Vibrations and Normal Mods -- 10 Representations of Causal Poincare Group -- 11 Semi Groups -- 12 Representation of Semi Groups -- 13 Asymmetric Time Evolution -- 14 Practice/Lab/Field Final Exam Course assessment will be weighted 40 % for one quiz and 60 % for the final exam. Depending on instructor’s preference, assessment may be by written or/and oral examination, homework, lab assay, projects, group presentation, or a combination of these. DEPARTMENT OF PHYSICS Course Title One Dimensional Nonlinear Crystal Lattices Department Physics Division in the Dept. Physics Code Term Level Type Language FIZ 522 Spring Master Science Opt. TurkishEnglish Lecture 3 Credit hours/week Lab Credit ETSC Credit 3 0 5 Course Prerequisites Name of Instructors Instructor Information Course Objective and brief Description 1 2 3 4 Prof. Dr. Halil YARANERİ Department of Physics, Faculty of Sciences&Arts, Adnan Menderes University, 09010AYDIN, Turkey, [email protected] Program is intended to provide to students the ability to deal with nonlinear waves in one dimensional nonlinear lattices. Textbook and Supplementary readings M.Remoissenet,Waves Called Solitons,Springer ,2004,NewYork L.N.Virgin,Introduction to Experimental Nonlinear Dynamics,Cambridge University Press,2000,Cambridge M.Toda,Nonlinear Waves and Solitons,Kluwer Academic Publishers,1989,London COURSE CALANDER / SCHEDULE Week 1 Lecture topics Introduction to Nonlineer Systems 2 Investigation of 1D lineer lattices 3 Investigation of wave propagation in 1D lattices and dispersion relation 4 Investigation of differences between linear and nonlinear lattices 5 Wave propagation in lineer lattices nad dispersion 6 Wave Propagation in nonlinear lattices and effect of nonlinearity 7 Solitons and relation between dispersion and nonlinearity 8 Investigation of interaction between normal modes 9 Investigation of stability of certain modes 10 Modulations and investigation of their stability 11 Modulational instability 12 Properties Nonlinear Transmission line 13 Investigation of wave propagation in nonlinear transmission lines 14 Practice/Lab/Field Final Exam Course assessment will be weighted 40 % for one quiz and 60 % for the final exam. Depending on instructor’s preference, assessment may be by written or/and oral examination, homework, lab assay, projects, group presentation, or a combination of these. DEPARTMENT OF PHYSICS Course Title Special topics in Statistical Physics Department Division in the Dept. Code Term Level Master of Science Course Prerequisites FİZ 524 Spring Name of Instructors Instructor Information Course Objective and brief Description 1 2 3 4 Type Language Opt. Turkish Lecture 3 Credit hours/week Lab Credit ECTS Credit 3 0 5 Doç. Dr. Cesur EKİZ Department of Physics [email protected] The purpose of course is to give information about basic principles of statistical physics and thermodynamics. Textbook and Supplementary readings İstatistik Mekaniğe Giriş, Bekir Karaoğlu, Seyir Yayıncılık Statistical Physics, Berkeley physics course-volume 5 Principles of Equilibrium Statistical Mechanics, D. Chowdhury, D. Stauffer, Wiley-VCH COURSE CALANDER / SCHEDULE Week 1 Lecture topics Statistical mechanics of interacting systems 2 Statistical mechanics of interacting systems 3 Spin models, Ising model 4 Spin models, Ising model 5 BC and BEG model 6 BC and BEG model 7 Ising-Heisenberg model 8 Ising-Heisenberg model 9 Cluster variation method 10 Cluster variation method 11 Recurrence method 12 Recurrence method 13 Recurrence method 14 Practice/Lab/Field Final Exam Course assessment will be weighted 40 % for one quiz and 60 % for the final exam. Depending on instructor’s preference, assessment may be by written or/and oral examination, homework, lab assay, projects, group presentation, or a combination of these. DEPARTMENT OF PHYSICS Advanced Atomic and Molecular Physics II Course Title Department Physics Division in the Dept. Atomic and molecular physics Code Term Level Type Language Lecture Master FIZ 526 Spring Course Prerequisites Elective Turkish 3 Name of Instructors Instructor Information Course Objective and brief Description 1 2 3 4 Credit hours/week Lab Credit ECTS Credit 3 0 5 None Yrd. Doç. Dr. Nuray Horasan Adnan Menderes Üniversitesi Fen-edebiyat Fakültesi Fizik Bölümü AYDIN [email protected] To teach molecular structure, molecular spectroscopy and application fields of molecular spectroscopy Textbook and Supplementary readings Atom ve molekül fiziği, B. H. Bransden and C. J. Joachain Molecular Physics: theoretical principles and experimental methods, Wolfgang Demtroder Molecular Physics and elements of quantum chemistry, Introduction to experiments and theory, Hermann Hakan, Willian D. Brewer Advances in atomic, molecular and optical physics, Benjamin Bederson, Harbert Walther COURSE CALANDER / SCHEDULE Week 1 Lecture topics Introduction of molecular physics and molecular structure 2 Diatomic molecules, Born Oppenheimer separation 3 The rotation and vibration of diatomic molecules 4 Electronic structure of diatomic molecules 5 The structure of polyatomic molecules 6 Molecular spectra 7 Vibrational-rotational spectra of diatomic molecules 8 Electronic spectra of diatomic molecules 9 Electronic spin and Hund states 10 Atomic collisions 11 Electron-atom collisions 12 Atom-atom collisions 13 Applications of molecular spectroscopy 14 Practice/Lab/Field Final Exam Course assessment will be weighted 40 % for one quiz and 60 % for the final exam. Depending on instructor’s preference, assessment may be by written or/and oral examination, homework, lab assay, projects, group presentation, or a combination of these. DEPARTMENT OF PHYSICS Course Title Magnetic Resonance II Department Physics Division in the Dept. Atomic and molecular physics Code Term Level Type Language Lecture Master FİZ 528 Spring Course Prerequisites Elective Turkish 3 Name of Instructors Instructor Information Course Objective and brief Description 1 2 3 4 Credit hours/week Lab Credit ECTS Credit 3 0 5 None Yrd. Doç. Dr. Nuray Horasan Adnan Menderes Üniversitesi Fen-edebiyat Fakültesi Fizik Bölümü AYDIN [email protected] To teach applications of magnetic resonance Textbook and Supplementary readings Manyetik Rezonans, Fevzi Apaydın The principles of nuclear magnetism, A. Abragam EPR elementary theory and practical applications, J. E. Wertz, J. R. Bolton NMR Imaging in Biomedicine, P. Mansfield, P. G. Morris COURSE CALANDER / SCHEDULE Week 1 Lecture topics Nuclear Magnetic Resonance at solids 2 Dipol-dipol interaction, second moment 3 Nuclear Magnetic Resonance at liquids 4 Chemical shift, spin-spin coupling 5 Electron Paramagnetic Resonance at liquids 6 g-factor, hyperfine splitting 7 Electron Paramagnetic Resonance at single crystal 8 g-tensor, A-tensor, quadrupole interactions 9 Double resonance 10 Dynamic Nuclear Polarization 11 ENDOR 12 NMR imaging, relaxation processes 13 Clinical applications of NMR Imaging 14 Practice/Lab/Field Final Exam Course assessment will be weighted 40 % for one quiz and 60 % for the final exam. Depending on instructor’s preference, assessment may be by written or/and oral examination, homework, lab assay, projects, group presentation, or a combination of these. DEPARTMENT OF PHYSICS Course Title Density Functional Theory Department Physics Division in the Dept. Physics Code Term Level Type Language Lecture Master FİZ 530 Spring Course Prerequisites Elective Turkish 3 Name of Instructors Instructor Information Course Objective and brief Description 1 2 3 Credit hours/week Lab Credit ECTS Credit 3 0 5 None Yrd. Doç. Dr. Ethem AKTÜRK Adnan Menderes Üniversitesi, Fen Edebiyat Fakültesi, Fizik Bölümü Aytepe Mevkii 09100 AYDIN. E-mail: [email protected] 1. Introduction to Density Functional Theory 2. Kohn-Sham Equation Textbook and Supplementary readings Electronic Structure Basic Theory and Practical Methods, Cambridge Universty pres, (2004), Author: R.M.Martin Density Functional Methods in Chemistry and Materials Science, John Willley and Sons, (1997), Author: M. Springborg. Computational Physics, Cambridge University Press, (2007), Author: J. Thijssen COURSE CALANDER / SCHEDULE Week Lecture topics 1 Introduction 2 Introduction to Density Functional Theory 3 Born-Oppenheimer Approximation 4 The Hartree-Fock Theory 5 Thomas-Fermi Theory 6 The Hohenberg-Kohn Theorem 7 The Kohn-Sham Equation 8 The Solution of the Plane Waves 9 Local Density Approximation 10 Generalized Gradient Approximation 11 Pseudopotentials 12 Ultrasoft Pseudopotentials 13 A brief description of some of the molecular Dynamics method, CarParinello, Tight Binding Approximation 14 Practice/Lab/Field Final Exam Course assessment will be weighted 40 % for one quiz and 60 % for the final exam. Depending on instructor’s preference, assessment may be by written or/and oral examination, homework, lab assay, projects, group presentation, or a combination of these. DEPARTMENT OF PHYSICS Course Title Group Theory for Physicist Department Physics Division in the Dept. Physics Code Term Level Type Language Lecture Master FİZ 532 Spring Course Prerequisites Elective Turkish 3 Name of Instructors Instructor Information Course Objective and brief Description 1 2 3 4 Credit hours/week Lab Credit ECTS Credit 3 0 5 None Assist. Prof. Haydar UNCU Adnan Menderes Üniversitesi, Fen Edebiyat Fakültesi, Fizik Bölümü Aytepe Mevkii 09100 AYDIN. E-mail: [email protected] Introducing symmetries in nature and the Group theory which is the mathematical method for investigating these symmetries. Textbook and Supplementary readings Symmetry in Physics (Yazarlar: J. P. Elliot, P. G. Dawber) Lie Groups and Algebras with Applications to Physics, Geometry and Mechanics (Yazarlar: D.H Sattinger, O.L. Weaver) Lie Groups, Lie Algebras and Some of their Applications (Yazar: R. Gilmore) Group Theory in Physics (Yazar: Wu-Ki Tung) COURSE CALANDER / SCHEDULE Week Lecture topics 1 Groups and their Properties 2 Linear Algebra and Vector Spaces 3 Group Representations 4 Symmetry in Quantum Mechanics 5 Molecular Vibrations 6 Continuous Groups and their Representations 7 Angular Momentum and the Group 8 Point Groups with an Application to Crystal Fields 9 Isospin and the Group SU2 10 The Group SU3 with Applications to Elemantary Particles 11 Irreducible Representations of SU3 12 Supermultiplets in Nuclei and Elementary Particles 13 Space and Time 14 Practice/Lab/Field Final Exam Course assessment will be weighted 40 % for one quiz and 60 % for the final exam. Depending on instructor’s preference, assessment may be by written or/and oral examination, homework, lab assay, projects, group presentation, or a combination of these.
