低z流体的单次冲击波压缩极限是判断各种研究高压物态方程理论和实验正确与否的重要参数。
Compression limit of low-Z fluid is the most important criterion of theoretical and experimental study of equations-of-state at high pressure.
首先，基于流体流理论建立了单瓶颈节点的二进制ABR流的网络模型。
The main contributions of this paper are as follows:Firstly, the binary ABR congestion control model is deduced based on the flow theory.
根据实测资料以及理论计算，将蠡县斜坡的流体压力划分为4种类型：正常型、单高型、双高型和一高一低型。
According to the measured data and theoretical calculation, fluid pressure in Lixian slope can be divided into 4 types: Normal type, single-high type, two-high type and single-high-low type.
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