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Investigation Pulsation Motion of the Liquid in the Flat Channels

机译:平坦通道中液体的脉动研究

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Pulsation motion of Newton liquid in flat channels has begun to be investigated as a result of the development of the liquid mechanics. The function of the pressure gradient due to time is given on mathematic modeling of pulsation motion of liquid and as a result, the rest of dimension mill be defined in relating to time. While investigating the process of Navier-Stokes, it is made lazier incessant equation according to the usage of their replacement of the tasks. For this, the terms, which are given in the systems of the equations are transformed into new dimensions and the value of the terms, which are contrasted with each other is defined in the system of equation. The terms, which have acquired boundless small quantity is omitted without counting. This article discusses the pulsating fluid flows in the flat tube. Here it is determined the dependency of the speed of the pulsating movement of fluid on the vibration parameter.
机译:由于液体力学的发展,已经开始研究牛顿液体在平坦通道中的脉动运动。在液体的脉动运动的数学模型中给出了由于时间导致的压力梯度的函数,因此,尺寸铣削的其余部分与时间有关。在研究Navier-Stokes的过程时,根据其替换任务的用途,使lazier连续方程式成为可能。为此,将等式系统中给出的项转换为新的维数,并且在等式系统中定义相互对比的项的值。获得无穷小数量的术语将不计其数。本文讨论了扁平管中的脉动流体流动。在此确定流体的脉动运动速度对振动参数的依赖性。

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