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Triangularity and Dipole Asymmetry in Heavy Ion Collisions · Around

2010

Triangularity and Dipole Asymmetry in Heavy Ion Collisions

Teaney, Derek, Yan, Li

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We introduce a cumulant expansion to parameterize possible initial conditions in relativistic heavy ion collisions.

We show that the cumulant expansion converges and that it can systematically reproduce the results of Glauber type initial conditions.
At third order in the gradient expansion, the cumulants characterize the triangularity $<r^3 \cos3(\phi - \psi_{3,3})>$ and the dipole asymmetry $<r^3 \cos(\phi- \psi_{1,3})>$ of the initial entropy distribution.
We show that for mid-peripheral collisions the orientation angle of the dipole asymmetry $\psi_{1,3}$ has a $20%$ preference out of plane.

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