PHYS 235 - Nonlinear Plasma Theory - Diamond [SP22]
PHYS 235 - Nonlinear Plasma Theory - Diamond [SP22]
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Phys 235 Topics Spring 2022
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Phys235_Syllabus_S2022
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Check your Notification Settings
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Important Dates: UCSD Academic and Administrative Calendar, 2021-2022
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MediaSpace video playlist for PHYS 235
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SoCal Plasma Zoom seminar recordings
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Chandrasekhar: Stochastic Problems
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Notes 1: Overview and Stochastic Fields 1
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Magnetic Field Lines-Dynamical System
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Quasilinear Lectures-TheoryApplications
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Notes 2: Stochastic Fields 2 – Heat Transport
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Collisional Stochastic B Heat Transport.pdf
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Diffusion in stochastic magnetic fields-Summary
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Notes 3 : Momentum and Particle Transport-Stresses
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Particle and momentum transport in stochastic-fields-Summary
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Chaos in Hamiltonian Systems-Ott
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Electron Heat Transport in a Tokamak with Destroyed Magnetic Surfaces - A.B. Rechester and M.N. Rosenbluth
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Electron Heat Conductivity of the Plasma Across a "Braided" Magnetic Field - B.B. Kadomtsev and O.P. Pogutse
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Particle Transport and Rotation Damping due to Stochastic Magnetic Field Lines
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Linear Response and Kubo Formalism
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Percolation, statistical topography and transport in random media - M.B. Isichenko
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Notes 4: To Large Kubo Number – 2-D, Diffusion, Contours, Percolation
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Effective Plasma Heat Conductivity in "Braided" Magnetic Field-II. Percolation Limit
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Notes 5: Taylor Problem, Shear Dispersion, Percolation I
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Shear Dispersion Notes
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Taylor Dispersion Notes
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Diffusion in shear flows made easy: the Taylor limit - Ronald Smith
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Shear dispersion - W.R. Young and Scott Jones
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Notes 6: Percolation Theory 1
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Zeldovich, et al. - Percolation and Random Barriers
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Zeldovich 1983, Stationary, Random 2-D Fields
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Vorticity Percolation Clusters-Boffetta,et al
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Notes 7 :Percolation Theory 2
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Taylor and McNamara on GC Plasma
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Rosenbluth, et al. on Effective Diffusion in Cellular Convective Flows
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Broadbent and Hammersley on Percolation Theory
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Kirkpatrick on "Percolation and Conduction"
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Stauffer on "Scaling Theory of Percolation Clusters"
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Zeldovich on Percolation of Stationary Magnetic Fields
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Dykhne on Conduction in Random Media
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Zeldovich et al on Basic Concepts in Intermittency
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Notes 8: Intermittency 1
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Supplement 1: Kinetics 1
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Supplement 2: Kinetics 2
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Notes 8 : Addendum: Diffusion on Random Potential
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Zeldovich, et al-Intermittency in Random Media
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Supplement 4: Basic OV Lecture on Turbulence
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Notes 9: Intermittency 2
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Kolmogorov 41
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Kolmogorov 61-Enter Intermittency
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Frisch, Sulem, and Nelkin (1978) on Beta Model
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Mandelbrot OV of Self-Affine Processes
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Notes 9: Addendum: Multifractality in Turbulence
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Frisch on Scaling and Multifractals
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Notes 10: Fractional Brownian Motion, Hurst Parameter, 1/f Noise
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Mandelbrot and Wallis 1968: Noah, Joseph Effects and Operational Hydrology
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Mandelbrot on Models of Price Changes
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On 1/f Processes-Montroll and Shlesinger
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Notes 11 : L-Stable Distributions,Levy Walks ,etc
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Zaslavsky on Levy Flights
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Levy Stable Distributions-Mainardi
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Weierstass Walk: Hughes, Shlesinger,Montroll
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Notes 12: Physics of Levy Flights, CTRW and Fractional Kinetics I
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Vlahos, et al.: Elementary Tutorial on Normal and Anomalous Diffusions
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Zaslavsky on General Aspects of Kinetics
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Mandelbrot 1960: Pareto-Levy Law
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Klafter: Anomalous Diffusion
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Levy Flights in Rotating Flows-Swinney Group
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Summary by Chang-Chun Chen: Fractal Brownian Motion,Levy Flights.pdf
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Supplement 3: Another Look at Fokker Planck
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Notes 13 : Introduction to Fractional Kinetics
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Zaslavsky: Fractional Kinetics and Anomalous Transport
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Zaslavsky on Fractional Kinetics
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Notes 14: More on CTRW and FK; Montroll–Weiss Equation
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Notes 15: Self-organized Criticality and Avalanches I
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Notes 16: SOC II — Hydrodynamic Models of Avalanche Turbulence
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Notes 17: "Noisy Burgulence" and Turbulence Closures
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Notes 18: Avalanching and SOC Phenomena in MFE Plasmas
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Supplement – MHD Turbulence 1
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Supplement – MHD Turbulence 2
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Supplement 1: Basics of Turbulence
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Supplement 2: Notes on Turbulence
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Supplement 3: Fluids in Flatland (2-D)
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Notes 19: A Look at Other Directions
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Diamond, et al., Eikonal Approach
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Itoh, et al., Supplement
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Gurcan, Diamond: Envelope Approach
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Wildfire
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Boffetta et al. on "Clusters in Conformally Invariant 2-D Turbulence"
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Gruzinov, et al. on "Two Dimensional Turbulent Diffusion"
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D. Helbing: Review of Traffic Flow. See also Whitham.
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Toner and Tu: Hydrodynamic Theory of Flocking
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Marchetti et al: Review of Hydrodynamics of Soft Active Matter
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Destruction of Magnetic Surfaces by Magnetic Field Irregularities
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Calculating in the Chaotic Regime
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FAQ's re Calculation in Chaotic Regime
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Chandran et al. 1998, Thermal Conduction in Tangle
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Narayan and Medvedev 2001, Thermal Conduction in Cooling Flows
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Dispersion of soluble matter in solvent flowing slowly through a tube
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The dispersion of matter in turbulent flow thorugh a pipe - Sir Geoffrey Taylor, F.R.S.
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Ford on FPU Problem
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Touchette: Review of Large Deviation Theory
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R. S. Ellis: Large Deviations – from Boltzmann to 2-D Turbulence
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Boffetta et al. on Multifractals
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Mandelbrot on Distributions
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Strogatz - From Kuramoto to Crawford - Exploring the Onset of Synchronization in Populations of Coupled Oscillators
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Kuramoto - Chemical Oscillations, Waes and Turbulence - Volume 19
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Gardiner: Stochastic Methods
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Mandelbrot on Fractional Random Walks
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Bak, Tang, Wisenfeld - Pile PRL
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Bak, Tang, Wiesenfled-Extended
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Hwa and Kardar-Hydrodynamic Model
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Soenette and Sornette-SOC and Earthquakes
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Turcotte-Review of SOC
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Kadanoff on SOC
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Schelling Automata Model of Segregation
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Hahm and Diamond 2018, "Mesoscopic Transport Events and the Breakdown of Fick’s Law for Turbulent Fluxes"
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Diamond, Hahm 95: Avalanches in Confined Plasmas
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Newman 96: Pile Models of Transport
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Avalanching in Flux-Driven G-mode Simulations
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Sheared Sand Pile
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SOC OV
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Idomura 09-Avalanching in Flux Driven GK ITG Sims
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ExB Staircases
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Jams in Avalanche Gas
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Carreras, et al. on H Exponent for Edge Turbulence
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