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Suggestions for the Research of Particle Elliptic Flow and Higher Harmonics
Suggestions for the Research of Particle Elliptic Flow and Higher Harmonics
1,2,3 ∗ 1 1 1 1 2
Ben-Hao Sa , Bao-Guo Dong , Yu-Liang Yan , Xiao-Mei Li , Hai-Liang Ma , and Dai-Mei Zhou
1 China Institute of Atomic Energy, P. O. Box 275 (18), Beijing, 102413 China
2 Institute of Particle Physics, Huazhong Normal University, Wuhan, 430079 China
3 CCAST (World Lab.), P. O. Box 8730 Beijing, 100080 China
We give a transparent theoretical derivation for the elliptic flow and higher harmonics in the
Fourier expansion of particle azimuthal distribution in momentum phase space starting from in-
variant particle multiplicity distribution. It turned out that the harmonics (vn ) here should be an
average of the particle corresponding operators first over particles in an event and then over events
rather than “an average over all particles in all events”. In addition, the importance of completely
considering the Fourier expansion coefficient in quantitative investigation of particle anisopropic
azimuthal distribution is discussed by a partial mode (harmonic) analysis method. A method of the
8
0 calculation of vn followed by the partial mode analysis is proposed.
0 PACS numbers: 25.75.Dw, 24.85.+p
2
r Elliptic flow (v ) and higher harmonics (v , n=3, 4, The invariant particle multiplicity distribution can be
p 2 n
A ...) as Fourier expansion
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