limited proportionality region

简明释义

有限正比区

英英释义

例句

1.In the context of urban planning, the city has identified a limited proportionality region 有限比例区域 where new developments can occur without overwhelming existing infrastructure.

在城市规划的背景下，城市已经确定了一个有限比例区域 有限比例区域，在这个区域内可以进行新的开发，而不会对现有基础设施造成过大压力。

2.The financial report highlighted a limited proportionality region 有限比例区域 where profit margins were stable despite fluctuating costs.

财务报告强调了一个有限比例区域 有限比例区域，在这个区域内，尽管成本波动，利润率依然稳定。

3.During the experiment, we observed a limited proportionality region 有限比例区域 that indicated the optimal dosage of the drug.

在实验过程中，我们观察到一个有限比例区域 有限比例区域，这表明药物的最佳剂量。

4.In climate modeling, researchers identified a limited proportionality region 有限比例区域 where temperature changes correlated with greenhouse gas emissions.

在气候建模中，研究人员识别出一个有限比例区域 有限比例区域，在这个区域内，温度变化与温室气体排放成正相关。

5.The study found a limited proportionality region 有限比例区域 in the data where variables maintained a consistent relationship.

研究发现数据中存在一个有限比例区域 有限比例区域，在这个区域内变量之间保持了一致的关系。

作文

In the realm of scientific research and analysis, the concept of a limited proportionality region plays a crucial role in understanding various phenomena. This term refers to a specific range within which certain variables maintain a consistent ratio or relationship to one another. For example, in physics, when studying the behavior of materials under stress, researchers often identify a limited proportionality region where the material exhibits linear elastic behavior. Beyond this region, the relationship between stress and strain may become nonlinear, leading to different mechanical properties and behaviors. Understanding the limited proportionality region is essential for engineers and scientists as it helps them predict how materials will respond under different conditions. It allows for the safe design of structures and products by ensuring that they remain within the limits of their proportionality regions during use. When materials are subjected to forces beyond this region, they may fail unexpectedly, leading to catastrophic results. Therefore, knowledge of these limits is vital in fields such as civil engineering, aerospace, and materials science.Moreover, the concept of limited proportionality region can also be applied in economics and social sciences. For instance, when analyzing consumer behavior, researchers might find that there is a limited proportionality region where price increases lead to a predictable decrease in demand. However, once prices exceed a certain threshold, the relationship may change dramatically, resulting in a more significant drop in demand than previously anticipated. This understanding helps businesses set pricing strategies and anticipate market reactions effectively.In environmental studies, the limited proportionality region can refer to the capacity of ecosystems to absorb pollutants without suffering significant harm. For example, a river can handle a certain amount of waste before its health deteriorates. Understanding this limited proportionality region is critical for policymakers to establish regulations that protect natural resources and ensure sustainable development.In conclusion, the concept of a limited proportionality region is a fundamental aspect across various disciplines. Whether in the physical sciences, economics, or environmental studies, recognizing the boundaries within which relationships hold true allows for better predictions, safer designs, and more effective policies. As we continue to explore and understand the complexities of our world, the importance of identifying and respecting these limited proportionality regions cannot be overstated. By doing so, we not only enhance our theoretical knowledge but also improve our practical applications in real-world scenarios.

在科学研究和分析的领域中，‘有限比例区域’这一概念在理解各种现象方面发挥着至关重要的作用。这个术语指的是某些变量之间保持一致比例或关系的特定范围。例如，在物理学中，当研究材料在应力下的行为时，研究人员通常会识别出一个‘有限比例区域’，在该区域内材料表现出线性弹性行为。在这个区域之外，应力与应变之间的关系可能变得非线性，导致不同的机械性质和行为。理解‘有限比例区域’对于工程师和科学家至关重要，因为它帮助他们预测材料在不同条件下的反应。这使得安全设计结构和产品成为可能，确保它们在使用过程中保持在其比例区域的限制内。当材料受到超出此区域的力量时，它们可能会意外失效，导致灾难性的结果。因此，了解这些极限在土木工程、航空航天和材料科学等领域是至关重要的。此外，‘有限比例区域’的概念也可以应用于经济学和社会科学。例如，在分析消费者行为时，研究人员可能发现价格上涨导致需求可预测地下降的‘有限比例区域’。然而，一旦价格超过某个阈值，关系可能会发生显著变化，导致需求的下降比预期更为剧烈。这种理解帮助企业制定定价策略并有效预测市场反应。在环境研究中，‘有限比例区域’可以指生态系统吸收污染物而不遭受重大伤害的能力。例如，一条河流可以处理一定量的废物，而不会严重损害其健康。理解这个‘有限比例区域’对政策制定者建立保护自然资源和确保可持续发展的法规至关重要。总之，‘有限比例区域’的概念是各个学科中的基本方面。无论是在物理科学、经济学还是环境研究中，识别关系成立的边界能够更好地进行预测、安全设计和更有效的政策制定。随着我们继续探索和理解我们世界的复杂性，识别和尊重这些‘有限比例区域’的重要性不容小觑。通过这样做，我们不仅增强了理论知识，还改善了在现实场景中的实际应用。