流入
体积热力学
流量(数学)
常量(计算机编程)
机械
平衡(能力)
领域(数学)
平衡方程
控制音量
入口
相(物质)
计算机科学
数学
统计
工程类
热力学
物理
机械工程
医学
马尔可夫模型
量子力学
马尔可夫链
纯数学
物理医学与康复
程序设计语言
作者
Wynn R. Walker,Babukannan Kasilingam
标识
DOI:10.1061/40737(2004)222
摘要
The volume balance model has been an important tool in the evaluation and design of surface irrigation systems. Perhaps it's most useful application has been in evaluating the intake parameters of a sloping border or furrow during the advance phase of irrigation. Unfortunately, these volume balance estimates of intake parameters may not provide a unique enough solution to allow accurate simulation of runoff and recession. There are three important problems with a volume balance approach. First, the inflow during the advance phase must be steady. This is often difficult to achieve in the field. Second, if an intake equation with steady-state or cracking terms is used, the related parameters must be determined outside of the volume balance analysis and then input. These values are difficult to measure accurately in the field. And third, unless the analysis specifically ignores the surface volume during advance, these models use a uniform flow equation, like Manning, to describe the cross-sectional area of flow at the field inlet and then an assumption regarding the shape of the flow profile downstream — generally assuming the cross-sectional area is constant. The assumption of a constant cross-sectional area is known to introduce substantial errors.
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