论文标题
在$ p $ - 亚法级联方程中，流体动力类型在建模完全开发的湍流中
On $p$-adic cascade equations of hydrodynamic type in modeling fully developed turbulence
论文作者
论文摘要
提出了带有两个运动积分的$ p $ - 亚非流体动力型方程。它可以被视为完全发达的湍流中能量耗散的模型级联方程。提出的方程式的一些特殊情况已详细介绍，结果表明，对于特定的参数选择，它们具有与2/3 Kolmogorov-Obukhov Law相对应的固定溶液。讨论了提出的模型的进一步研究。
A $p$-adic hydrodynamic type equation with two integrals of motion is proposed. It can be considered as a model cascade equation for energy dissipation in fully developed turbulence. Some of special cases of the proposed equation are detailed and it is shown that for a specific choice of parametrs they have stationary solutions that correspond to the 2/3 Kolmogorov-Obukhov law. Possible further studies of the proposed model are discussed.
