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Range of Validity of the Transient Damping Leakage Detection Method

机译:瞬态阻尼泄漏检测方法的有效范围

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In a recent paper, an elegant, efficient, and easy to apply transient-based leakage detection method was proposed. The method exploits the fact that friction and leakage damp the modes of transient waves in a different manner. The method involves six major assumptions. These are: (1) the periodic motion in time of each mode is linearly independent of all other modes; (2) the amplitude of the induced transient is small; (3) the magnitude of the leak is small in comparison with the flow rate; (4) the wall friction can be represented by the Darcy-Weisbach equation; (5) the transient is initiated by an instantaneous small amplitude disturbance; and (6) the pipe system is a simple reservoir-pipe-valve type system or reservoir-pipe-reservoir type system. These six assumptions are relaxed and the validity of the transient damping method is assessed. The analysis shows that the first four assumptions do not pose any serious restriction to the applicability of the damping rate method provided that the mathematical model, used to generate the transient head trace in the leak-free pipe, accurately represents the frictional damping in the system. On the other hand, Assumptions (5) and (6) restrict the applicability of the method to systems that do not involve internal boundary conditions, such as junctions and pumps, and to transients triggered by impulses whose duration is smaller than the wave travel time. Extension of this method to complex pipe systems requires that the linearized waterhammer equations are solved under more general initial and boundary conditions. In addition, more investigation in relation to the frequency content of the input signal and its importance in leakage detection is warranted. The general framework used to derive the damping rate method has led to an efficient and direct algorithm for identifying leaks and future research should seek ways to adapt this framework to more complex pipe systems.
机译:在最近的论文中,提出了一种优雅,有效且易于应用的基于瞬态的泄漏检测方法。该方法利用了以下事实:摩擦和泄漏以不同的方式阻尼了瞬态波的模式。该方法涉及六个主要假设。它们是:(1)每个模式在时间上的周期性运动在线性上独立于所有其他模式; (2)感应瞬变幅度小; (3)泄漏量与流量相比较小; (4)壁摩擦可以用达西-魏斯巴赫方程表示; (5)瞬变是由瞬时小幅度扰动引起的; (6)管道系统是简单的储罐-管道-阀门式系统或储罐-管道-储库式系统。放宽了这六个假设,并评估了瞬态阻尼方法的有效性。分析表明,只要用于在无泄漏管道中生成瞬态水头轨迹的数学模型准确地表示了系统中的摩擦阻尼,则前四个假设对阻尼率方法的适用性没有任何严重限制。 。另一方面,假设(5)和(6)将方法的适用性限制在不涉及内部边界条件的系统(例如路口和水泵)以及由持续时间小于波传播时间的脉冲触发的瞬变中。要将这种方法扩展到复杂的管道系统,需要在更一般的初始条件和边界条件下求解线性化的水锤方程。此外,还需要对输入信号的频率内容及​​其在泄漏检测中的重要性进行更多的研究。用于推导阻尼率方法的通用框架已导致一种有效,直接的算法来识别泄漏,未来的研究应寻求使该框架适应更复杂的管道系统的方法。

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