具有轻微修正关联因子的 Enskog 与 Enskog-Vlasov 方程及其 H 定理
Enskog and Enskog-Vlasov equations with a slightly modified correlation factor and their H theorem
AI总结：
本文提出一种比 van Beijeren 与 Ernst 修正更简单且无需多体构型的 Enskog 方程新修正，可适配非理想气体多种状态方程，并证明相应 Enskog 与 Enskog-Vlasov 方程的 H 定理。
摘要：
本文对原始 Enskog 方程提出一种新的修正。该修正比 van Beijeren 与 Ernst 于 1973 年提出的修正（或修订）Enskog 方程中的做法简单得多，并且不需要考虑多体构型。所提出的修正具有足够的普适性，能够适用于非理想气体的各种状态方程。研究表明，对于采用该修正的 Enskog 方程和 Enskog-Vlasov 方程，可以建立 H 定理。
英文摘要：
A novel modification of the original Enskog equation is proposed. The modification is much simpler than that is made in the modified (or revised) Enskog equation proposed by van Beijeren \& Ernst in 1973 and does not require a consideration of many-body configuration. The proposed modification is general enough to be adapted to various equations of states for non-ideal gases. It is shown that the H-theorem can be established for the Enskog and the Enskog--Vlasov equation with the proposed modification.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
