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The design of the iso-velocity contour for the flow past the base of a dam with a confining bed

机译:等速流线设计,用于通过带有约束层的大坝底部的水流

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摘要

The underground contour of a submerged rectangular dam, the angles of which are rounded off along curves of constant magnitude of the seepage flow velocity is constructed in the case when the water-permeable base is underlain by a confining bed, consisting of one horizontal and two curved sections, which are the iso velocity lines of the seepage flow. The corresponding multiparameter mixed problem in the theory of analytical functions is solved using the Riemann-Schwartz symmetry principle and a semi-inverse version of the velocity hodograph method, first proposed by Polybarinova-Kochina and Kochina. The results of numerical calculations are presented and a hydrodynamic analysis of the effect of the basic physical parameters of the model on the shape and dimensions of the underground contour of the dam and of the horizontal and curved sections of the confining bed is given.
机译:当透水基础由一个卧床和两个卧床组成的密闭床在下面的情况下,构造了一个矩形矩形坝的地下轮廓,该矩形坝的角度沿恒定的渗流流速曲线修圆。弯曲部分,是渗流的等速线。解析函数理论中相应的多参数混合问题是使用Riemann-Schwartz对称原理以及速度波谱仪方法的半逆版本解决的,该方法由Polybarinova-Kochina和Kochina首次提出。给出了数值计算的结果,并对模型的基本物理参数对坝的地下轮廓以及围护床的水平和弯曲部分的形状和尺寸的影响进行了流体动力学分析。

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