Phase transitions in turbulence Coherence and fluctuations: turbulence as quantum phenomenon N. Vladimirova, G. Falkovich, S. Derevyanko Академгородок,

Slides:



Advertisements
Similar presentations
What drives the weather changes Gregory Falkovich Weizmann Institute of Science, Israel April 01, 2013, Berkeley The answer is blowing in the wind.
Advertisements

Vibrational Motion of Molecules. SpectroscopicPhenomena Hamiltonian PhysicalModel EigenstatesEigenvalues Dynamics Energy Construction Correspondence Testing.
05/03/2004 Measurement of Bunch Length Using Spectral Analysis of Incoherent Fluctuations Vadim Sajaev Advanced Photon Source Argonne National Laboratory.
Turbulence of Gravity Waves in Laboratory Experiments S Lukaschuk 1, P Denissenko 1, S Nazarenko 2 1 Fluid Dynamics Laboratory, University of Hull 2 Mathematics.
Samansa Maneshi, Jalani Kanem, Chao Zhuang, Matthew Partlow Aephraim Steinberg Department of Physics, Center for Quantum Information and Quantum Control,
Waves and Bubbles The Detailed Structure of Preheating Gary Felder.
Nanoflares and MHD turbulence in Coronal Loop: a Hybrid Shell Model Giuseppina Nigro, F.Malara, V.Carbone, P.Veltri Dipartimento di Fisica Università della.
Structure of Atoms Rutherford's model of the atom was a great advance, however, it does not give an satisfactory treatment of the electrons. To improve.
Dresden, May 2010 Introduction to turbulence theory Gregory Falkovich
Talk by S. Nazarenko, July 18, 2006 Differential Model for 2D Turbulence Sergey Nazarenko, Warwick, UK In collaboration with Victor Lvov, Weizmann JETP.
G. Falkovich February 2006 Conformal invariance in 2d turbulence.
What drives the weather changes? Gregory Falkovich Weizmann Institute of Science Chernogolovka, 2011.
Nazarenko, Warwick Dec Wave turbulence beyond spectra Sergey Nazarenko, Warwick, UK Collaborators: L. Biven, Y. Choi, Y. Lvov, A.C. Newell, M. Onorato,
1 Physics of turbulence muna Al_khaswneh Dr.Ahmad Al-salaymeh.
Introducing Some Basic Concepts Linear Theories of Waves (Vanishingly) small perturbations Particle orbits are not affected by waves. Dispersion.
1 Forced – decaying Helical – nonhelical. 2 Points of the talk Resistive effects during inverse transfer B-field does not care about irrotational part.
Introduction to Infrared Spectrometry Chap 16. Quantum Mechanical Treatment of Vibrations Required to include quantized nature of E From solving the wave.
Spectra of Gravity Wave Turbulence in a Laboratory Flume S Lukaschuk 1, P Denissenko 1, S Nazarenko 2 1 Fluid Dynamics Laboratory, University of Hull 2.
Phase portraits of quantum systems Yu.A. Lashko, G.F. Filippov, V.S. Vasilevsky Bogolyubov Institute for Theoretical Physics, Kiev, Ukraine.
Wave-Particle Interaction in Collisionless Plasmas: Resonance and Trapping Zhihong Lin Department of Physics & Astronomy University of California, Irvine.
Theory of wind-driven sea by V.E. Zakharov S. Badulin A.Dyachenko V.Geogdjaev N.Ivenskykh A.Korotkevich A.Pushkarev In collaboration with:
Page 1© Crown copyright Distribution of water vapour in the turbulent atmosphere Atmospheric phase correction for ALMA Alison Stirling John Richer & Richard.
Quantum Treatment of Multiple Scattering and Collective Flow in HBT Cheuk-Yin Wong Oak Ridge National Laboratory & University of Tennessee Kromeriz, Czech.
A nonequilibrium renormalization group approach to turbulent reheating A case study in nonlinear nonequilibrium quantum field theory J. Zanella, EC Part.
07/27/2004XFEL 2004 Measurement of Incoherent Radiation Fluctuations and Bunch Profile Recovery Vadim Sajaev Advanced Photon Source Argonne National Laboratory.
CHM 108 SUROVIEC FALL 2015 Quantum Mechanical Model.
Type I and Type II superconductivity
V.B.Efimov1,2 and P.V.E.McClintock2
Quantum Superposition Mark Van Raamsdonk. The Quantum World All matter made of elementary particles Modern physics: understand in detail how nature works.
Linear and nonlinear representations of wave fields and their application to processing of radio occultations M. E. Gorbunov, A. V. Shmakov Obukhov Institute.
Rotation and vibration spectra. Rotational States Molecular spectroscopy: We can learn about molecules by studying how molecules absorb, emit, and scatter.
Phase Separation and Dynamics of a Two Component Bose-Einstein Condensate.
The CGC and Glasma: Summary Comments The CGC, Shadowing and Scattering from the CGC Inclusive single particle production J/Psi Two Particle Correlations.
Gerard ’t Hooft, quant-ph/ Erice, September 6, 2006 Utrecht University 1.
Advanced methods of molecular dynamics 1.Monte Carlo methods 2.Free energy calculations 3.Ab initio molecular dynamics 4.Quantum molecular dynamics III.
Lecture 2. Why BEC is linked with single particle quantum behaviour over macroscopic length scales Interference between separately prepared condensates.
Effect of nonlinearity on Head-Tail instability 3/18/04.
Binding Energies of Small Atoms by Momentum Space Electrostatistics Soydaner Ülker 07 June 2010.
On the Turbulence Spectra of Electron Magnetohydrodynamics E. Westerhof, B.N. Kuvshinov, V.P. Lakhin 1, S.S. Moiseev *, T.J. Schep FOM-Instituut voor Plasmafysica.
The quantum kicked rotator First approach to “Quantum Chaos”: take a system that is classically chaotic and quantize it.
Emerging symmetries and condensates in turbulent inverse cascades Gregory Falkovich Weizmann Institute of Science Cambridge, September 29, 2008 כט אלול.
Unesco July 2005Francis Bernardeau SPhT Saclay1 Models of inflation with primordial non-Gaussianities Francis Bernardeau SPhT Saclay Collaboration with.
Lab 6: Forced Harmonic Motion  Driven harmonic oscillation Example: Atomic force microscope watch, circuit, …
The Color Glass Condensate and Glasma What is the high energy limit of QCD? What are the possible form of high energy density matter? How do quarks and.
Hydrodynamic Flow from Fast Particles Jorge Casalderrey-Solana. E. V. Shuryak, D. Teaney SUNY- Stony Brook.
Dynamic of Networks at the Edge of Chaos
Functional Integration in many-body systems: application to ultracold gases Klaus Ziegler, Institut für Physik, Universität Augsburg in collaboration with.
Gauge/gravity duality in Einstein-dilaton theory Chanyong Park Workshop on String theory and cosmology (Pusan, ) Ref. S. Kulkarni,
Objective Introduce Reynolds Navier Stokes Equations (RANS)
Atomic Structure Figure 6.27.
Quantum optics Eyal Freiberg.
Introduction to Symmetry Analysis
Wave packet: Superposition principle
Stochastic Acceleration in Turbulence:
Wave Physics PHYS 2023 Tim Freegarde.
Equilibrium Plasma Parameters Turbulent Wave Number Spectra
Random field fluctuations Introduction
Random field fluctuations Introduction
Quantum Teleportation
Diatomic molecules
N. Vladimirova, G. Falkovich, S. Derevyanko
Coherent Nonlinear Optics
Brent P. Krueger Hope College Department of Chemistry
calculation with 107 particles
Squeezed Input Interferometer
Quantum Mechanical Treatment of The Optical Properties
Synchrotron Motion S.A. Bogacz, G.A. Krafft, S. DeSilva and R. Gamage
Linear Vector Space and Matrix Mechanics
Turbulence inside vortex
Classical Mechanics vs. Quantum Mechanics
Presentation transcript:

Phase transitions in turbulence Coherence and fluctuations: turbulence as quantum phenomenon N. Vladimirova, G. Falkovich, S. Derevyanko Академгородок, June 02, 2012

We expect from turbulence fragmentation, mixing and loss of coherence. However, an inverse turbulent cascade proceeds from small to large scales and brings some self-organization and eventually appearance of a coherent system-size condensate.

Gross-Pitaevsky model – nonlinear Schrodinger equation

Optical turbulence k Inverse cascade Two integrals of motion – two cascades With cold atoms one needs to supply constantly high- momentum atoms and simultaneously cool the system to preserve the energy.

Condensate growth

Field amplitude in space Fourier spectrum Early stage of condensate growth

Collective oscillations

THE SURPRISES START And then

Flux lines in Fourier space Spectra

Hexatic phase? Correlation function of the over-condensate fluctuations

Conclusion

Condensation in turbulence

V. E. Zakharov, V. S. L'vov, G. Falkovich, Kolmogorov Spectra of Turbulence, Springer, Berlin,