练物理年漆棒档粒206Shear viscosityWith a definition of inner product and expanded distributionfunctions,n= Qmar x=XmaaQ[xl =(Xi,Su)-号(Xi,Cu）where(xij, Su) = -β2p fa(p)[1 ± fa(p)]x"(p)032IMa)2 (2)*s(4)(P+ K- P' - K)(Xij,CXi)8p.k,k.kabcdna(p)nb(k)[1±nc(p)l[1±nd(k))X[x%(p) + x%(k) - Xg(p) - x%(k')]?X
Shear viscosity With a definition of inner product and expanded distribution functions, where 刘绘6高能物理年会 华中师范大学粒子所 桂林（2006）
继物理年楼楼粒206Collision termsPerformingtheintegral over dk'with the help of $(p+k+p'+k')2T33dkdo(Xii,CXi)dedp（4元）61IMal2na(p)nb(k)[1 ± ne(p)[1 ± na(k) [xa(p) + xg(k) - x(p') - x(k)]iabedIchitermScatteringDistributionfunctiontermamplitudeQ0QQQQQQQ0Qo00o600000o00000000000000000000(a)(b)0000080000900O008000000000(c)(e)(d)
Collision terms Performing the integral over dk’ with the help of Scattering amplitude Distribution function term \chi term 刘绘7高能物理年会 华中师范大学粒子所 桂林（2006）