basic orifice flow coefficient

简明释义

基本孔板综合系数;

英英释义

例句

1.The calculation of the flow rate in the pipeline requires knowing the basic orifice flow coefficient.

管道中流量的计算需要知道基本孔口流量系数。

2.In our latest project, we adjusted the basic orifice flow coefficient to optimize the flow performance.

在我们最新的项目中，我们调整了基本孔口流量系数以优化流动性能。

3.Engineers often refer to the basic orifice flow coefficient when designing fluid systems.

工程师在设计流体系统时常常参考基本孔口流量系数。

4.To ensure accurate measurements, the basic orifice flow coefficient must be determined experimentally.

为了确保测量准确，基本孔口流量系数必须通过实验确定。

5.The basic orifice flow coefficient is crucial for calculating the discharge from an orifice plate.

基本孔口流量系数对于计算孔板的排放量至关重要。

作文

In the field of fluid dynamics, the concept of flow measurement is crucial for engineers and scientists alike. One important parameter used in this context is the basic orifice flow coefficient. This coefficient is a dimensionless number that characterizes the flow of fluid through an orifice, which is essentially a hole or opening in a barrier. Understanding the basic orifice flow coefficient is essential for accurately predicting how much fluid will pass through the orifice under various conditions. The basic orifice flow coefficient is defined as the ratio of the actual flow rate to the theoretical flow rate of a fluid passing through an orifice. The theoretical flow rate can be calculated using Bernoulli’s equation, which describes the conservation of energy in a flowing fluid. However, in real-world applications, factors such as viscosity, turbulence, and the shape of the orifice can affect the actual flow rate, leading to deviations from the theoretical predictions. One of the primary applications of the basic orifice flow coefficient is in the design and analysis of piping systems. Engineers often use orifice plates to control and measure the flow of liquids and gases in various industrial processes. By knowing the basic orifice flow coefficient, they can make informed decisions about the size and shape of the orifice needed to achieve desired flow rates. For example, when designing a water supply system, an engineer might need to determine the appropriate size of an orifice to allow sufficient water flow while minimizing pressure loss. By calculating the basic orifice flow coefficient, they can ensure that the system operates efficiently and meets the required specifications. Moreover, the basic orifice flow coefficient is also used in various scientific research applications. In experiments involving fluid dynamics, researchers often need to measure the flow rates of different fluids under controlled conditions. By utilizing the basic orifice flow coefficient, they can standardize their measurements and compare results across different studies. This consistency is vital for advancing knowledge in the field and developing new technologies. In conclusion, the basic orifice flow coefficient plays a significant role in both engineering and scientific research. Its ability to quantify the flow of fluid through an orifice makes it an invaluable tool for designing efficient systems and conducting accurate experiments. As we continue to explore the complexities of fluid dynamics, understanding the basic orifice flow coefficient will remain essential for achieving reliable and precise results in various applications.

在流体动力学领域，流量测量的概念对于工程师和科学家来说至关重要。一个重要的参数是基本孔口流量系数。这个系数是一个无量纲数，表征流体通过孔口的流动，孔口本质上是障碍物上的一个孔或开口。理解基本孔口流量系数对于准确预测在各种条件下有多少流体将通过孔口是必不可少的。基本孔口流量系数被定义为实际流量与流体通过孔口的理论流量之比。理论流量可以使用伯努利方程计算，该方程描述了流动流体中的能量守恒。然而，在实际应用中，粘度、湍流和孔口形状等因素会影响实际流量，导致与理论预测的偏差。基本孔口流量系数的主要应用之一是在管道系统的设计和分析中。工程师们常常使用孔口板来控制和测量各种工业过程中的液体和气体流动。通过了解基本孔口流量系数，他们可以就所需流量的孔口大小和形状做出明智的决策。例如，在设计供水系统时，工程师可能需要确定合适的孔口大小，以便在最小化压力损失的同时允许足够的水流。通过计算基本孔口流量系数，他们可以确保系统高效运行并满足所需规格。此外，基本孔口流量系数还用于各种科学研究应用。在涉及流体动力学的实验中，研究人员通常需要在受控条件下测量不同流体的流量。通过利用基本孔口流量系数，他们可以标准化测量并比较不同研究的结果。这种一致性对推动该领域的知识进步和开发新技术至关重要。总之，基本孔口流量系数在工程和科学研究中发挥着重要作用。它量化流体通过孔口的流动能力，使其成为设计高效系统和进行精确实验的宝贵工具。随着我们继续探索流体动力学的复杂性，理解基本孔口流量系数将始终是实现各种应用中可靠和精确结果的关键。