uniformity coefficient

简明释义

均匀系数

英英释义

例句

1.The soil's uniformity coefficient 均匀系数 is crucial for determining its suitability for construction projects.

土壤的均匀系数 uniformity coefficient 对于确定其是否适合建筑项目至关重要。

2.Engineers often measure the uniformity coefficient 均匀系数 of aggregates to ensure quality in concrete mixtures.

工程师通常测量骨料的均匀系数 uniformity coefficient 以确保混凝土配合物的质量。

3.In agricultural studies, the uniformity coefficient 均匀系数 helps evaluate crop distribution across a field.

在农业研究中，均匀系数 uniformity coefficient 有助于评估田地中作物的分布。

4.The uniformity coefficient 均匀系数 of the sediment samples was analyzed to understand their transport characteristics.

沉积物样本的均匀系数 uniformity coefficient 被分析以了解其运输特性。

5.A high uniformity coefficient 均匀系数 indicates a more consistent material, which is desirable in manufacturing.

高均匀系数 uniformity coefficient 表示材料更为一致，这在制造中是理想的。

作文

The concept of the uniformity coefficient is essential in various fields, particularly in engineering and material science. It serves as a quantitative measure to assess the consistency of a particular material, especially granular materials such as soil or aggregates. The uniformity coefficient is defined as the ratio of the size of the largest particle to the size of the smallest particle in a given sample. A higher uniformity coefficient indicates a wider range of particle sizes, while a lower value suggests that the material consists of particles that are more similar in size. This property is crucial for understanding how materials behave under different conditions and for predicting their performance in practical applications.In construction, for example, the uniformity coefficient plays a vital role in determining the suitability of soil for foundation support. Engineers must ensure that the soil has adequate stability and strength to support structures. If the uniformity coefficient is too high, it may indicate that the soil has a mixture of fine and coarse particles, which can lead to drainage issues or instability. Conversely, a very low uniformity coefficient may suggest that the soil is too uniform, potentially leading to problems such as compaction or poor load-bearing capacity.Moreover, the uniformity coefficient is also significant in the field of hydraulics. When designing systems for water flow, engineers need to consider how the size distribution of sediments will affect the flow characteristics. A sediment with a high uniformity coefficient might lead to blockages or uneven flow, while a low uniformity coefficient can provide a more stable flow regime. Therefore, understanding the uniformity coefficient helps in making informed decisions regarding the design and maintenance of hydraulic systems.In agriculture, the uniformity coefficient can be used to evaluate the quality of soil for crop production. Different crops have varying requirements for soil texture and composition. By analyzing the uniformity coefficient, farmers can determine whether the soil is suitable for planting or if amendments are needed to improve its structure. This analysis aids in optimizing crop yields and ensuring sustainable agricultural practices.In summary, the uniformity coefficient is a key parameter that provides valuable insights into the properties of materials across various disciplines. Its applications range from civil engineering to environmental science, highlighting its importance in ensuring safety, efficiency, and sustainability. Understanding the uniformity coefficient not only aids professionals in their respective fields but also contributes to advancements in technology and environmental conservation. As we continue to explore the complexities of materials, the uniformity coefficient will undoubtedly remain a fundamental aspect of our analytical toolkit, guiding us toward better designs and more effective solutions in the future.

“均匀系数”这一概念在多个领域中至关重要，尤其是在工程和材料科学中。它作为一种定量测量，用于评估特定材料的一致性，特别是颗粒材料，如土壤或骨料。“均匀系数”的定义是样本中最大颗粒的大小与最小颗粒的大小之比。较高的“均匀系数”表示颗粒大小范围较广，而较低的值则表明材料由更相似大小的颗粒组成。这一特性对于理解材料在不同条件下的行为以及预测其在实际应用中的性能至关重要。例如，在建筑中，“均匀系数”在确定土壤是否适合基础支撑方面发挥着重要作用。工程师必须确保土壤具有足够的稳定性和强度来支撑结构。如果“均匀系数”过高，可能表明土壤混合了细颗粒和粗颗粒，这可能导致排水问题或不稳定性。相反，如果“均匀系数”非常低，可能表明土壤过于均匀，可能会导致压实或承载能力差等问题。此外，“均匀系数”在水利工程领域也具有重要意义。在设计水流系统时，工程师需要考虑沉积物的粒径分布如何影响流动特性。具有高“均匀系数”的沉积物可能导致堵塞或不均匀流动，而低“均匀系数”则可以提供更稳定的流动状态。因此，理解“均匀系数”有助于做出关于水利系统设计和维护的明智决策。在农业中，“均匀系数”可用于评估土壤的质量以进行作物生产。不同作物对土壤的纹理和成分有不同的要求。通过分析“均匀系数”，农民可以确定土壤是否适合种植，或者是否需要改良以改善其结构。这一分析有助于优化作物产量，确保可持续农业实践。总之，“均匀系数”是一个关键参数，为各学科材料的性质提供了宝贵的见解。它的应用范围从土木工程到环境科学，突显了其在确保安全、效率和可持续性方面的重要性。理解“均匀系数”不仅有助于专业人士在各自领域的工作，也促进了技术进步和环境保护。随着我们继续探索材料的复杂性，“均匀系数”无疑将始终是我们分析工具包中的基本组成部分，引导我们朝着更好的设计和更有效的解决方案迈进。