| 摘要: |
| 为了精确求解线性、非线性流并存区域井流问题的水头降深，基于非线性指数n是径向距离r的线性连续减函数，对建立起来的水均衡方程用Bohzmann变换进行求解，推导出了线性、非线性渗流区域内水头降深的解析表达式。 |
| 关键词: 线性渗流区域 非线性渗流区域 井流问题 水头降深 |
| DOI： |
| 分类号: |
| 基金项目:长安大学基础科学发展基金项目“非稳定井流问题渗流规律及解析解的研究”(0305-1001) |
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| Drawdown of well flow in the co-existed linear and nonlinear exponents |
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| Abstract: |
| The analytical solutions are presented to the problem of unsteady well flow in the case of the existence of a non-darcy flow regime around the pumping well and a darcy flow regime away from the well.In order to research the two regime well flow exactly,the nonlinear exponent has been taken as a linear function of the radial distance from the pumping well and the analytical solutions to the problem have been derived in this paper. |
| Key words: the linear exponent the nonlinear exponent well flow drawdown |
