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A boundary-element solution of a free-surface flow in a blocked channel

机译:阻塞通道中自由表面流的边界元解

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This paper is concerned with steady two-dimensional free-surface fluid flow involving a jet, such as shown in Figure 1(a). We assume that the fluid is incompressible and inviscid, and the flow is irrotational. Far upstream the flow is uniform with constant welocity U and depth H. Hence, we can define a non-dimensional quantity as the upstream Froude number, where gdenotes the acceleration due to gravity. A jet bounded by two free surfaces is thrown upward when this stream meets a blocking wall, as the effect of inertial forces is initially more important than the gravity force.
机译:本文涉及涉及射流的稳定二维自由表面流体流动,如图1(a)所示。我们假设流体是不可压缩和不粘稠的,并且流动是无旋的。在上游,流动是均匀的,并且具有恒定的U和深度H。因此,我们可以将无量纲的量定义为上游Froude数,其中g表示重力引起的加速度。当该流遇到阻挡壁时,由两个自由表面包围的射流向上抛出,因为惯性力的作用最初比重力更重要。

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