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Strong Magnetic Fields in HIC

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Strong Magnetic Fields in HIC. V. Toneev In collaboration with E. Bratkovskaya, W. Cassing, V. Konchakovski, S. Voloshin V. Voronyuk. ♥ Lecture 1. Collective Properties of Heavy Ion Collisions within Non-equilibrium Dynamics - PowerPoint PPT Presentation
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Strong Magnetic Fields in HIC V. Toneev In collaboration with E. Bratkovskaya, W. Cassing, V. Konchakovski, S. Voloshin V. Voronyuk Lecture 1. Collective Properties of Heavy Ion Collisions within Non-equilibrium Dynamics Lecture 2. Evolution of the Electromagnetic Field in HIC and Chiral Magnetic Effect August 28 - September 8, 2012, Dubna, Helmholtz International School Dense Matter in Heavy-Ion Collisions and Astrophysics
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Page 1: Strong Magnetic Fields in HIC

Strong Magnetic Fields in HIC V. Toneev

In collaboration with E. Bratkovskaya, W. Cassing, V. Konchakovski, S. Voloshin V. Voronyuk

♥ Lecture 1. Collective Properties of Heavy Ion Collisions within Non-equilibrium Dynamics ♥ Lecture 2. Evolution of the Electromagnetic Field in HIC and Chiral Magnetic Effect

August 28 - September 8, 2012, Dubna, Helmholtz International SchoolDense Matter in Heavy-Ion Collisions and Astrophysics

Page 2: Strong Magnetic Fields in HIC

Lecture 1. Collective Properties of Heavy Ion Collisions within

Non-equilibrium Dynamics

♥ Parton Hadron-String Dynamics Model

♥ Flows in Heavy Ion Collisions from AGS to RHIC energy range

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Parton-Hadron String Dynamics: Goul and main ingredients

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The dynamical quasiparticle model (DQPM)

Entropy density in the quasiparticle limit

Bose and Fermi distribution functions

Quasiparticle propogators

Self energies

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Off-shell elements in the DQPM

Page 7: Strong Magnetic Fields in HIC
Page 8: Strong Magnetic Fields in HIC
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Thermodynamics => transport approach

Parton density (DQPM)

Page 10: Strong Magnetic Fields in HIC

Boltzmann equation -> off-shell transport

see D.Voskresensky’s lectures

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PHSD: hadronization

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PHSD: hadronization

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Hadronization details

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PHSD - summarizing

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Expanding fireball

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Global obsrvables: rapidity spectra of π-, K+ and K- at SPS

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Transverse momentum spectra at SPS

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Rapidity spectra at RHIC

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Transverse mass spectra at RHIC

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Flow harmonics

22

22

yx

yx2

T

x1

21TTTT

pp

ppv

p

pv

...)co s(22 v)co s(2 v12 π

1

d pd y p

d N

dd pd y p

d N

Direct flow

Elliptic flow

pressure gradient => spatial asymmetry is converted to an asymmetry in momentum space => collective flow

M.Nasim et al.,, PR C82, 054908 (2010)

Energy dependence of vNeither hadronic nor partonic models can explain the energy

dependence of v2 !

Almond-like interaction zone ?

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Page 23: Strong Magnetic Fields in HIC
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Event plane angle fluctuation

Au+Au (200 GeV); b=10 fm

Distribution of odd harmonics is practically flat in 0<Ѱn<2π/n; even harmonics are picked at zero.

There is no “tilting” effect due to EM field

V.Konchakovski et al., PR C85, 044922 (2012)

Page 25: Strong Magnetic Fields in HIC

v2 is reasonably described by PHSD due to an increasing fraction of partonic degrees of freedom !

V.Konchakovski et al., PR C85, 044922 (2012)

Page 26: Strong Magnetic Fields in HIC

V.Konchakovski et al., PR C85, 044922 (2012)

Time evolution of vn (early time formation)

Page 27: Strong Magnetic Fields in HIC

V.Konchakovski et al., PR C85, 044922 (2012)

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V.Konchakovski et al., PR C85, 044922 (2012)

“universal” scaling approximately works in PHSD but fails in

hydrodynamics

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Scaling in pseudo-rapidity

V.Konchakovski et al., PR C85, 044922 (2012)

Longitudinal scaling approximately works in PHSD

Page 30: Strong Magnetic Fields in HIC

V.Konchakovski et al., PR C85, 044922 (2012)

Page 31: Strong Magnetic Fields in HIC

V.Konchakovski et al., PR C85, 044922 (2012)

Page 32: Strong Magnetic Fields in HIC

V.Konchakovski et al., PR C85, 044922 (2012)

Not compatible with ideal hydrodynamics and very sensitive to the microscopic dynamics

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Page 34: Strong Magnetic Fields in HIC

A. Peshier, W. Cassing, PRL 94, 172301 (2005)


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