fullness coefficient

简明释义

填充系数

英英释义

例句

1.The chef adjusted the recipe based on the fullness coefficient of the ingredients used.

厨师根据所用配料的满度系数调整了食谱。

2.In our study, we found that the fullness coefficient of the packaging affects its sustainability.

在我们的研究中，我们发现包装的满度系数影响其可持续性。

3.To optimize production, the factory needs to monitor the fullness coefficient regularly.

为了优化生产，工厂需要定期监测满度系数。

4.The engineer calculated the fullness coefficient to determine how efficiently the tank was utilized.

工程师计算了满度系数以确定水箱的利用效率。

5.A higher fullness coefficient indicates that the container is more effectively filled.

更高的满度系数表明容器被更有效地填充。

作文

In the realm of engineering and design, various metrics are utilized to assess the efficiency and functionality of different systems. One such metric is the fullness coefficient, a term that may not be familiar to everyone but plays a crucial role in optimizing designs. The fullness coefficient refers to the ratio of the volume of a material or object to the volume of the container it occupies. This concept is particularly significant in fields such as fluid dynamics, packaging, and structural engineering, where understanding the distribution and utilization of space can lead to more efficient designs and better performance.To illustrate the importance of the fullness coefficient, consider the case of packaging design. When companies create packaging for their products, they must ensure that the packaging is not only appealing but also functional. A higher fullness coefficient indicates that the product fits well within its container, minimizing wasted space and reducing shipping costs. For example, if a company produces a line of bottled beverages, achieving an optimal fullness coefficient means that the bottles are designed to hold the maximum amount of liquid while using the least amount of material. This not only saves money but also benefits the environment by reducing waste.In structural engineering, the fullness coefficient is equally vital. Engineers must consider the loads and stresses that structures will face over time. By calculating the fullness coefficient of various components, engineers can determine how much material is necessary to ensure safety and stability without over-engineering, which can lead to unnecessary costs. For instance, when designing a bridge, the fullness coefficient helps engineers decide on the appropriate thickness of beams and supports, ensuring that the structure can withstand expected loads while using materials efficiently.Moreover, in fluid dynamics, the fullness coefficient plays a significant role in determining how fluids behave within different systems. Whether it’s in pipelines, reservoirs, or even natural bodies of water, understanding the fullness coefficient allows engineers to predict flow rates, pressure drops, and potential areas of turbulence. This knowledge is critical for designing efficient water supply systems, sewage systems, and even hydraulic machinery.In conclusion, the fullness coefficient is a fundamental concept that transcends various fields, providing valuable insights into the optimization of space and materials. By understanding and applying this metric, professionals can enhance the efficiency of their designs, reduce costs, and contribute positively to environmental sustainability. As industries continue to evolve and face new challenges, the significance of the fullness coefficient will only grow, making it an essential concept for future innovations.In summary, the fullness coefficient (中文释义：充实系数) is not just a number; it is a reflection of how effectively we utilize space and resources in our designs. Embracing this concept can lead to smarter, more efficient solutions in engineering, packaging, and beyond.

在工程和设计领域，各种指标被用来评估不同系统的效率和功能。其中一个指标是充实系数，这个术语可能对每个人来说并不熟悉，但它在优化设计中发挥着至关重要的作用。充实系数指的是材料或物体的体积与其所占容器体积的比率。这个概念在流体动力学、包装和结构工程等领域尤为重要，因为理解空间的分布和利用可以导致更高效的设计和更好的性能。为了说明充实系数的重要性，考虑包装设计的案例。当公司为其产品创建包装时，必须确保包装不仅具有吸引力，而且功能齐全。较高的充实系数表明产品适合其容器，最大限度地减少了浪费空间，并降低了运输成本。例如，如果一家公司生产一系列瓶装饮料，达到最佳的充实系数意味着瓶子被设计成能够容纳最多的液体，同时使用最少的材料。这不仅节省了资金，也通过减少浪费而有利于环境。在结构工程中，充实系数同样至关重要。工程师必须考虑结构在时间推移下将面临的荷载和应力。通过计算各种组件的充实系数，工程师可以确定确保安全和稳定所需的材料量，而不会过度设计，这可能导致不必要的成本。例如，在设计桥梁时，充实系数帮助工程师决定梁和支撑的适当厚度，确保结构能够承受预期的荷载，同时有效地使用材料。此外，在流体动力学中，充实系数在确定流体在不同系统中的行为方面也发挥着重要作用。无论是在管道、储水池还是自然水体中，理解充实系数使工程师能够预测流速、压力降和潜在的湍流区域。这一知识对于设计高效的供水系统、污水系统甚至液压机械至关重要。总之，充实系数是一个基本概念，跨越多个领域，为空间和材料的优化提供了宝贵的见解。通过理解和应用这一指标，专业人士可以提升设计的效率，降低成本，并积极贡献于环境可持续性。随着各行业不断发展并面临新挑战，充实系数的重要性只会增加，使其成为未来创新的一个重要概念。总之，充实系数不仅仅是一个数字；它反映了我们在设计中如何有效利用空间和资源。拥抱这个概念可以在工程、包装等领域带来更智能、更高效的解决方案。