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Have we seen Local Parity Violation at RHIC?. Introduction What the present data tell us Alternative observable. Based on: Adam Bzdak, VK and Jinfeng Liao, PRC81 031901(R) (2010), [arXiv:0912.5050] J. Liao, VK, and Adam Bzdak, in preparation. CPT is in good shape. C. - PowerPoint PPT Presentation
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Have we seen Local Parity Violation at RHIC?
● Introduction● What the present data tell us● Alternative observable
Based on: Adam Bzdak, VK and Jinfeng Liao, PRC81 031901(R) (2010), [arXiv:0912.5050] J. Liao, VK, and Adam Bzdak, in preparation
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CPT is in good shape
C
P
T
onjecture
ress Release
hink
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J. Liao, BNL workshop, April 2010
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The basic observable
X (in-plane)
Y (out-of-plane) Py (out-of-plane)
Charge Separation orElectric Dipole in Pt Space(along out-of-plane direction)
Complications:• hard to identify direction of magnetic field (reaction plane)P. E-by-E• Direction of dipole either parallel OR anti-parallel to magnetic field
Px (in-plane)
Momentum space
Coordinate space
Bcurrent
→ only variance of parity-odd operator can be observed
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The STAR measurement(which everybody discusses)
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The STAR measurement(a closer look)
Py(out-of-plane)
Px(in-plane)
+
Concentrate on same sign pairs for the moment
+
Set
Py(out-of-plane)
Px(in-plane)
++
for both configurations
How to distinguish?
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The STAR measurement(which not so many discuss)
Py(out-of-plane)
Px(in-plane)
++
Py(out-of-plane)
Px(in-plane)
++
Data favor in-plane back-to-back correlation
Add to the mix
same sign
opp. sign.
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8J. Liao
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The bottom line
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Using simple math
STAR measures for same sign pairs in Au+Au:
Therefore:
No out-of-plane correlation for same charge pairs
Opposite charge:
in-plane
in-plane
out-of-plane
out-of-plane
Same Charge
opp. Charge
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Saving the chiral magnetic effect...
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The argument in the STAR papers:Bout, Bin = Background (in and out of plane)P = Parity violating signal
Thus:
The data show
Thus existence of CME would require:
●“Juuuuust right scenario” a.k.a fine tuning !!!●We need to understand the background●We need differential information on
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Do we understand the background
NO!
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How realistic is the assumption ?
Two particle density:
Prominent example: HBT with respect to the reaction plane
Implies: “background” correlations are independent of reaction plane
Reaction plane dependence always enters via v2 !Pt – and eta dependence of v2 needs to be taken into account
Sources discussed in context of CME: Clusters (STAR, F. Wang), Resonances (STAR), .Anomaly (Asakawa et al)...
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Pt-dependence
Correlated pairs areonly moderately harder thanthermal pairs
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Alternative observable
Quadrupolemoment
Reaction planeangle Charged dipole
momentCharged dipoleangle
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Extract dipole moment and angle
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18J. Liao
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19J. Liao
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Correlations can lead to similar dipole angel; but reduce magnitude
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SummaryPy(out-of-plane)
Px(in-plane)
++
● Data favor in-plane back-to-back correlation for same charge– CME predicts out of plane
● Presence of CME requires fine-tunining: Background = - CME ?
● Need differential information on– Be aware that pt- and eta
dependencemay be differernt● Alternative observable: measure
charge dipole (orientation and magnitude)
● How about proton-proton????
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Conclusion
NO definitive evidence for local parity violation!
Yet !?