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Buividovich Pavel (ITEP, JINR) Buividovich Pavel (ITEP, JINR) Chernodub Maxim (LMPT, Tours Chernodub Maxim (LMPT, Tours University, ITEP) University, ITEP) Luschevskaya Elena (ITEP, JINR) Luschevskaya Elena (ITEP, JINR) Polikarpov Mikhail (ITEP) Polikarpov Mikhail (ITEP) NICA Roundtable Workshop NICA Roundtable Workshop STRONG MAGNETIC FIELDS ON THE LATTICE AND CHIRAL CONDENSATE

Buividovich Pavel (ITEP, JINR) Chernodub Maxim (LMPT, Tours University, ITEP)

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STRONG MAGNETIC FIELDS ON THE LATTICE AND CHIRAL CONDENSATE. Buividovich Pavel (ITEP, JINR) Chernodub Maxim (LMPT, Tours University, ITEP) Luschevskaya Elena (ITEP, JINR) Polikarpov Mikhail (ITEP) NICA Roundtable Workshop. CHIRAL CONDENSATE IS THE FUNDAMENTAL QUANTITY IN QCD. - PowerPoint PPT Presentation

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Page 1: Buividovich Pavel (ITEP, JINR) Chernodub Maxim (LMPT, Tours University, ITEP)

Buividovich Pavel (ITEP, JINR)Buividovich Pavel (ITEP, JINR)

Chernodub Maxim (LMPT, Tours University, ITEP)Chernodub Maxim (LMPT, Tours University, ITEP)

Luschevskaya Elena (ITEP, JINR)Luschevskaya Elena (ITEP, JINR)

Polikarpov Mikhail (ITEP)Polikarpov Mikhail (ITEP)

NICA Roundtable WorkshopNICA Roundtable Workshop

STRONG MAGNETIC FIELDS ON THELATTICE AND CHIRAL CONDENSATE

Page 2: Buividovich Pavel (ITEP, JINR) Chernodub Maxim (LMPT, Tours University, ITEP)

CHIRAL CONDENSATE IS THE FUNDAMENTALQUANTITY IN QCD

Page 3: Buividovich Pavel (ITEP, JINR) Chernodub Maxim (LMPT, Tours University, ITEP)
Page 4: Buividovich Pavel (ITEP, JINR) Chernodub Maxim (LMPT, Tours University, ITEP)

We get an agreement with the chiral perturbation theory: the chiral condensate is a linear function of the strength of the magnetic field!

Page 5: Buividovich Pavel (ITEP, JINR) Chernodub Maxim (LMPT, Tours University, ITEP)
Page 6: Buividovich Pavel (ITEP, JINR) Chernodub Maxim (LMPT, Tours University, ITEP)
Page 7: Buividovich Pavel (ITEP, JINR) Chernodub Maxim (LMPT, Tours University, ITEP)

Zero fields, B=0no clear visible

localization [but in fact the localization

exists on 2D surfaces]

Non-zero fields, B ~ a few GeV2

Localization appears at

Lowest Landau Level

LOCALIZATION OF DIRAC EIGENMODES

Page 8: Buividovich Pavel (ITEP, JINR) Chernodub Maxim (LMPT, Tours University, ITEP)

1. We observe that the chiral condensate is proportional to the strength of the magnetic field.

2. Microscopic mechanism for the chiral enhancement: localization of fermions in the vacuum