王晓明. 新增激发条件下地下水流模型的分解与叠加[J]. 煤田地质与勘探, 2005, 33(2): 35-37.
引用本文: 王晓明. 新增激发条件下地下水流模型的分解与叠加[J]. 煤田地质与勘探, 2005, 33(2): 35-37.
WANG Xiao-ming. The division and superposition of groundwater models under new stresses[J]. COAL GEOLOGY & EXPLORATION, 2005, 33(2): 35-37.
Citation: WANG Xiao-ming. The division and superposition of groundwater models under new stresses[J]. COAL GEOLOGY & EXPLORATION, 2005, 33(2): 35-37.

新增激发条件下地下水流模型的分解与叠加

The division and superposition of groundwater models under new stresses

  • 摘要: 扼要介绍了线性定解问题的叠加原理。进而讨论了叠加原理在地下水流模型中的应用问题——地下水流模型的分解与叠加。在新增激发条件下,为便于问题的分析及模型的求解,可将模型分解为初始流场模型与附加水头场模型。模型分解与叠加不仅可简化复杂模型的求解问题,更有助于对水文地质过程的理解。利用附加水头场反求参数以及解决当初始水位非水平、非稳定时,Dupuit公式、Theim公式和Theis公式的应用问题,将显得十分便利。

     

    Abstract: The paper briefly introduced the superposition principle of linear mathematical models,and the problem of its application in groundwater modeling. Under new stresses, a groundwater model can be divided into an initial flow field model and an appended flow field model. The division and superposition of groundwater models can simplify the problem to be solved and help understanding the hydrogeologic process. It is very convenient using the appended flow field model in parameter identification problems.

     

/

返回文章
返回