论文标题
Giovannini的Parton分支方程的数值解决方案，最多可达LHC
Numerical solutions to Giovannini's parton branching equation up to TeV energies at the LHC
论文作者
论文摘要
Giovannini的Parton分支方程是使用4阶Runge-Kutta方法进行数值集成的。使用简单的强调模型，获得了带电的 - 戴隆多重性分布。然后将该模型拟合到TEV量表的各种实验数据中，以研究Giovannini参数如何随碰撞能量和类型而变化。该模型能够描述达到TEV量表的HADRONON碰撞，并揭示了随着质量中心能量的增加而出现Gluonic活性的出现。对$ \ sqrt {s} $ = 14 tev进行了预测。
Giovannini's parton branching equation is integrated numerically using the 4th-order Runge-Kutta method. Using a simple hadronisation model, a charged-hadron multiplicity distribution is obtained. This model is then fitted to various experimental data up to the TeV scale to study how the Giovannini parameters vary with collision energy and type. The model is able to describe hadronic collisions up to the TeV scale and reveals the emergence of gluonic activity as the centre-of-mass energy increases. A prediction is made for $\sqrt{s}$ = 14 TeV.
