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- (Friedel oscillation)
- 10th Week: Supernovae and Nucleosynthesis
- 10th Week: Supernovae and Nucleosynthesis B
- 11th Week: The s,r and p-Process
- 11th Week: The s,r and p-Process B
- 1911: The year superconductivity was discovered
- 1947 to early 1960
- 1960s to mid-1980
- 1980 to present
- 1D bound states
- 1st Week: Introduction to Nuclear Physics & Abundance Determination in Astrophysics
- 1st Week: Introduction to Nuclear Physics & Abundance Determination in Astrophysics B
- 1st Week: Introduction to Nuclear Physics & Abundance Determination in Astrophysics C
- 2009 Term Projects
- 2009 Weekly Homework Assignments and Solutions
- 2nd Week: Properties of Astrophysical Plasmas
- 2nd Week: Properties of Astrophysical Plasmas B
- 2nd Week: Properties of Astrophysical Plasmas C
- 3nd Week: Equation of State & Basic Properties of Nuclei
- 3rd Week: Equation of State & Basic Properties of Nuclei
- 3rd Week: Equation of State & Basic Properties of Nuclei C
- 4th Week: Decays, Tunneling and Cross Sections
- 4th Week: Decays, Tunneling and Cross Sections B
- 4th Week: Decays, Tunneling and Cross Sections C
- 5th Week: Reaction Rates, Nuclear Networks & NSE
- 5th Week: Reaction Rates, Nuclear Networks & NSE B
- 6th Week: Friedman equattions
- 6th Week: The Early Universe and Big Bang Nucleosynthesis
- 6th Week: The Early Universe and Big Bang Nucleosynthesis B
- 7th Week: Stellar Structure and Evolution
- 7th Week: Stellar Structure and Evolution B
- 8th Week: Reaction flows, pp- and CNO-cycle & Solar Neutrinos
- 8th Week: Reaction flows, pp- and CNO-cycle & Solar Neutrinos B
- 9th Week: He-burning and Late Stages of Stellar Burning
- 9th Week: He-burning and Late Stages of Stellar Burning B
- AST10022L Introductory Astronomy Lab Manual
- AST4210 5211: Introduction to Astrophysics - Fall 2009
- AST4218/5315: Astrophysical Seminar - Fall 2009
- AST4414/5416: Cosmology - Fall 2009 - Social Whiteboard
- A sample problem
- A solved problem for spin waves
- A solved problem for spins
- A solved problem for time reversal symmetry
- Accretion Phase of White Dwarf Evolution
- Additional Problem(Bohr Radius)to Set 1
- Additional Problems For Set 1
- Analytical Method for Solving the Simple Harmonic Oscillator
- Angular Momentum
- Angular Momentum as a Generator of Rotations in 3D
- Angular momentum
- Angular momentum as a generator of rotations in 3D
- Band theory of solids
- Basic Concepts and Theory of Motion
- Basic concepts and theory of motion
- Basic concepts and theory of motion in QM
- Before 1947
- Binary Evolution, SN Ia Progenitors
- Bipartite lattice
- Born Approximation Problem
- Born Approximation and Examples of Cross-Section Calculations
- Born approximation and examples of cross-section calculations
- Bose Hubbard model
- Bouncing Balls
- Brendan Diamond
- Brief Derivation of Schrödinger Equation
- Brief deviation of Schrodinger Equation
- Central Forces
- Central Potential Scattering and Phase Shifts
- Central forces
- Central potential scattering and phase shifts
- Chapter4problem
- Chapter4problem2
- Charge Density Wave
- Charged Particles in an Electromagnetic Field
- Coherent States
- Coherent states
- Collective phenomena in economy and society
- Commutation Problem
- Commutation Relations
- Commutation Relations and Simultaneous Eigenvalues
- Commutation relations
- Commutation relations and simultaneous eigenvalues
- Conservation of Probability
- Conservation of probability
- Continuous Eigenvalues and Collision Theory
- Continuous eigenvalues and collision theory
- Coulomb Potential Scattering
- Coulomb potential scattering
- Crystal growth
- Crystals
- Delta Potential Born Approximation
- Designs
- DetailedBalance
- Differential Cross-Section and the Green's Function Formulation of Scattering
- Differential Cross Section and the Green's Function Formulation of Scattering
- Differential cross-section and the Green's function formulation of scattering
- Dirac equation
- Discrete Eigenvalues and Bound States, Harmonic Oscillator and WKB Approximation
- Discrete Eigenvalues and Bound States; Harmonic Oscillator and WKB Approximation
- Discrete Eigenvalues and Bound States - The Harmonic Oscillator and the WKB Approximation
- Discrete eigenvalues and bound states. Harmonic oscillator and WKB approximation
- Double-layer Quantum Hall Ferromagnets
- Double Slit Experiment
- EXAMPLE PROBLEM
- Editing Matrix Elements and the Wigner Eckart Theorem Example
- Ehrenfest's Theorem
- Eigenvalue Quantization
- Eigenvalue quantization
- Electron-phonon interactions and Kohn anomalies
- Electron on Helium Surface
- Exercise PhysicsWiki
- Exercise Physics Wiki
- Experimental methods for determining crystal structure
- Explosion Scenarios & Propagation of Burning Fronts
- Exponential Potential Born Approximation
- Ferromagnetism
- Feynman Path Integral Evaluation of the Propagator
- Feynman Path Integrals
- Feynman path integral evaluation of the propagator
- Feynman path integrals
- Flare Stars
- Free Particle in Spherical Coordinates
- Free electron model of metals
- Free particle in spherical coordinates
- Friedmann equations
- Further suggested reading
- General Formalism
- General Relativity
- Generalized derivation
- Geometrically Frustrated Materials
- Harmonic Fluctuations
- Harmonic Oscillator
- Harmonic Oscillator: Integration Over Fluctuations
- Harmonic Oscillator: Saddle-Point Action
- Harmonic Oscillator Spectrum and Eigenstates
- Harmonic Oscillator in an Electric Field
- Harmonic fluctuations
- Harmonic oscillator spectrum and eigenstates
- Heisenberg Uncertainty Principle
- Heisenberg Uncertainty Relations
- Heisenberg Uncertainty relations
- Heisenberg and Interaction Picture: Equations of Motion for Operators
- Heisenberg and Interaction Pictures: Equations of Motion for Operators
- Heisenberg and interaction picture: Equations of motion for operators
- Homeworks 1
- Homeworks 10
- Homeworks 11
- Homeworks 12
- Homeworks 2
- Homeworks 3
- Homeworks 4
- Homeworks 5
- Homeworks 6
- Homeworks 7
- Homeworks 8
- Homeworks 9
- Hydrogen Atom
- Hydrogen atom
- Indoor1
- Inflatory Universe and phase transitions of early matter
- InteractingFermions
- Interaction with Companion and Environment
- Ising model
- Isotropic Harmonic Oscillator
- Jyotica Batra
- Klein-Gordon equation
- Lecture Notes
- Linear Vector Space and Operators
- Linear Vector Spaces and Operators
- Liquid Crystal
- Liquid Crystals
- Liquid Crystals 2
- Logarithmic Potential in WKB
- MagLabSummerSchool
- Magnet Lab Summer School: Lecture Notes
- Magnetic Semiconductors
- Main Page
- Main Page/CG coefficients of 3 spin half particles
- Main Page:
- Math Notes
- Matrix
- Matrix Elements and the Wigner Eckhart Theorem Example
- Matthew Trimble
- Metallic Glass
- Midterm 1
- Midterm 2 Solutions
- Midterm Solution
- Mole
- Monte Carlo Method
- Motion in Electromagnetic Field
- Motion in One Dimension
- Motion in a Periodic Potential
- Motion in a periodic potential
- Motion in an Electromagnetic Field
- Motion in electromagnetic field
- Motion in one dimension
- Mott metal-insulator transition and magnetism
- Non degenerate perturbation example
- Normalization constant
- Notes 1
- Notes 2
- Notes 3
- Notes A
- Notes B
- Notes C
- Notes III
- Nucleation, droplets, and the physics of clouds
- Observations of Interacting Binaries
- One-Dimensional Bound States
- Operators, Eigenfunctions, Symmetry
- Operators, Eigenfunctions, Symmetry, and Time Evolution
- Operators, Eigenfunctions, and Symmetry
- Operators, eigenfunctions, symmetry, and time evolution
- Orbital Angular Momentum Eigenfunctions
- Orbital angular momentum eigenfunctions
- Original Idea of Schrödinger Equation
- Oscillation Theorem
- Oscillation theorem
- Overheads
- PHY3221: Intermediate Mechanics - Spring 2009
- PHY3400
- PHY3400: Phenomena in Condensed Matter
- PHY3400: Phenomena in Condensed Matter - Spring 2009
- PHY4936/AST5245
- PHY4936/AST5245: Radiative Processes and Transport in Astrophysics
- PHY6937
- PHZ3113: Mathematical Physics - Spring 2009
- PHZ3400
- PHZ3400-09ProblemSet1
- PHZ3400-09 Additional Materials
- PHZ3400-09 Aditional Materials
- PHZ3400-09 Atoms
- PHZ3400-09 Class Materials
- PHZ3400-09 Crystaline Solids
- PHZ3400-09 Emergence in Condensed Matter
- PHZ3400-09 Further Suggested Reading
- PHZ3400-09 Modern Physics
- PHZ3400-09 Phase Transitions
- PHZ3400-09 Presentation Slides
- PHZ3400-09 Problem Set 1
- PHZ3400-09 Problem Set 1a
- PHZ3400-09 Problem Set 2
- PHZ3400-09 Problem Set 4
- PHZ3400-09 Problem Set 5
- PHZ3400-09 Problem Set 6
- PHZ3400-09 Problem Set 7
- PHZ3400-09 wiki-groups
- PHZ3400-11 Problem Set 3
- PHZ3400-11 Problem Set 4
- PHZ3400-11 Problem Set 5
- PHZ3400-11 Problem Set 6
- PHZ3400: Midterm Review
- PHZ3400: Phenomena in Condensed Matter - Spring 2009
- PHZ3400: Phenomena in Condensed Matter - Spring 2011
- PHZ3400 Crystals
- PHZ3400 Final Review
- PHZ3400 Midterm Solution
- PHZ3400 Midterm Two Solution
- PHZ3400 Phase Transition
- PHZ3400 Phonons
- PHZ3400 Sound
- PHZ3400 Syllabus
- PHZ3400 Symmetry Breaking
- PHZ3400 Term Procest
- PHZ3400 Term Project
- PHZ3400 Term Projest
- PHZ4316/5315: Nuclear Astrophysics- Spring 2009
- PHZ4316/5315: Nuclear Astrophysics - Spring 2009
- PHZ4316/5315: Nuclear Astrophysics - Spring 2011
- Path Integral Approach to the Harmonic Oscillator
- Path Integral Evaluation of the Free-Particle Propagator
- Paul Dragolin
- Phase transitions in biological systems
- Photoelectric Effect
- Photoelectric Example
- Phy3400 Syllabus
- Phy3400syllabus
- Phy5645
- Phy5645/AngularMomentumExercise
- Phy5645/AngularMomentumProblem
- Phy5645/Angular Momentum Problem 1
- Phy5645/Angular Solution 1
- Phy5645/Cross Section Relation
- Phy5645/Double pinhole experiment
- Phy5645/Energy conservation
- Phy5645/Free particle SE problem
- Phy5645/Gamowfactor
- Phy5645/HO Virial Theorem
- Phy5645/HO problem1
- Phy5645/HO problem2
- Phy5645/HeisenbergUnRelation
- Phy5645/Heisenberg Uncertainty Relation 3
- Phy5645/HydrogenAtomProblem
- Phy5645/HydrogenAtomProblem2
- Phy5645/HydrogenAtomProblem3
- Phy5645/Hydrogen Atom WKB
- Phy5645/One dimensional problem
- Phy5645/Particle bouncing on the floor in Earth's Gravitational field
- Phy5645/Particle in Uniform Magnetic Field
- Phy5645/Plane Rotator
- Phy5645/Problem2
- Phy5645/Problem3
- Phy5645/Problem 1D sample
- Phy5645/Square Wave Potential Problem
- Phy5645/Transformations and Symmetry Problem
- Phy5645/UV catastrophe problem2
- Phy5645/Uncertainty Relations Problem 2
- Phy5645/WKBenergyspectrum
- Phy5645/angularmomcommutation/
- Phy5645/doubledelta
- Phy5645/harmonicoscinmagneticfield/
- Phy5645/harmonicoscinmagneticfield/problem2
- Phy5645/icanfly
- Phy5645/probabilitycurrentdensity
- Phy5645/problem01
- Phy5645/scatt1
- Phy5645/schrodingerequationhomework2
- Phy5645/stability of matter hw1
- Phy5645/symmetryprob1
- Phy5645/uncertainty relations problem1
- Phy5645:Problem 4.1 Solution
- Phy5645 Fall09 teams
- Phy5646
- Phy5646/A Simple Example of Transition Probability Calculation
- Phy5646/AddAngularMomentumProb
- Phy5646/An Example of spontaneous emission calculation
- Phy5646/Another example
- Phy5646/Born-Oppenheimer Approximation
- Phy5646/CG coeff example1
- Phy5646/CG coeff example2
- Phy5646/Einstein coefficients example
- Phy5646/Group3RelativisticProb
- Phy5646/Group5RelativisticProb
- Phy5646/Grp3SpinProb
- Phy5646/Non-degenerate Perturbation Theory - Problem 3
- Phy5646/Problem on Variational Method
- Phy5646/Problem one Dim Dirac eq
- Phy5646/Rayleigh Ritz Variational Principle Ex
- Phy5646/Simpe Example of Time Dep Pert
- Phy5646/Simpe Example of Transition Probability Calculation
- Phy5646/Simple Example of Transition Probability Calculation
- Phy5646/Using Wigner-Eckart Theorem to get selection rule of spontaneous emission
- Phy5646/character
- Phy5646/homeworkintimeperturbation
- Phy5646/hydrogen atom lifetime