maximum gradient

简明释义

最大坡度

英英释义

例句

1.The road construction project specifies a maximum gradient 最大坡度 of 10% to ensure safety for vehicles.

该道路建设项目规定最大坡度为10%，以确保车辆安全。

2.For the wheelchair ramp, the city regulations require a maximum gradient 最大坡度 of 1:12.

根据城市规定，轮椅坡道的最大坡度要求为1:12。

3.During the hike, we encountered a section with a maximum gradient 最大坡度 of 15 degrees, which was quite challenging.

在徒步旅行中，我们遇到了一段最大坡度为15度的路段，十分具有挑战性。

4.The engineer calculated the maximum gradient 最大坡度 for the railway to optimize train speed and safety.

工程师计算了铁路的最大坡度，以优化列车速度和安全性。

5.The architect designed the staircase with a maximum gradient 最大坡度 that complies with building codes.

建筑师设计的楼梯最大坡度符合建筑规范。

作文

In the realm of mathematics and physics, the concept of gradient plays a significant role in understanding various phenomena. The term maximum gradient refers to the steepest slope or the highest rate of change of a function at a given point. This concept is not only applicable in theoretical calculations but also has practical implications in fields such as engineering, architecture, and even environmental science. Understanding the maximum gradient can help us optimize designs, enhance stability, and predict how systems will behave under different conditions.For instance, consider a hilly terrain where construction is planned. Engineers must analyze the landscape to determine the maximum gradient of the slopes. If the gradient is too steep, it may pose risks such as landslides or structural failures. Therefore, knowing the maximum gradient allows engineers to make informed decisions about where to build and how to reinforce structures.Moreover, in the world of sports, athletes often train on various terrains to improve their performance. Coaches use the concept of maximum gradient to create training programs that help athletes build strength and endurance. By understanding the steepest parts of a track or trail, trainers can devise exercises that push athletes to their limits, ultimately improving their overall capabilities.In the field of environmental science, the maximum gradient is crucial for understanding water flow in rivers and streams. Scientists study the gradients of waterways to predict erosion, sediment transport, and habitat availability for aquatic life. A river with a high maximum gradient may flow quickly, leading to increased erosion, while a lower gradient may result in slower water movement, allowing for more sediment deposition. This knowledge helps in conservation efforts and in managing water resources effectively.Additionally, the maximum gradient is a vital consideration in road construction. Engineers must ensure that roads have an appropriate gradient to facilitate safe driving conditions. Too steep of a gradient can lead to accidents, especially in adverse weather conditions. By calculating the maximum gradient, road planners can design safer and more efficient transportation routes.In conclusion, the term maximum gradient encapsulates a fundamental principle that transcends various disciplines. Whether in engineering, sports, environmental science, or transportation, understanding the maximum gradient enables professionals to make better decisions, optimize performance, and ensure safety. As we continue to explore and innovate in these fields, the importance of comprehending the maximum gradient cannot be overstated. It serves as a reminder of the delicate balance between nature and human endeavors, guiding us toward sustainable and effective solutions.

在数学和物理的领域中，梯度的概念在理解各种现象方面起着重要作用。术语最大梯度指的是函数在给定点处的最陡斜率或变化率。这一概念不仅适用于理论计算，还在工程、建筑甚至环境科学等领域具有实际意义。理解最大梯度可以帮助我们优化设计、增强稳定性，并预测系统在不同条件下的行为。例如，考虑一个计划进行施工的丘陵地带。工程师必须分析地形，以确定坡度的最大梯度。如果梯度过陡，可能会带来滑坡或结构失效等风险。因此，了解最大梯度使工程师能够做出明智的决策，决定在哪里建设以及如何加固结构。此外，在体育界，运动员通常在各种地形上训练以提高表现。教练利用最大梯度的概念来制定训练计划，帮助运动员增强力量和耐力。通过了解跑道或小径的最陡部分，教练可以设计出推动运动员极限的锻炼，从而最终提高他们的整体能力。在环境科学领域，最大梯度对于理解河流和溪流中的水流至关重要。科学家研究水道的梯度，以预测侵蚀、沉积物运输和水生生物的栖息地可用性。具有高最大梯度的河流可能流动迅速，导致侵蚀增加，而较低的梯度则可能导致水流缓慢，使沉积物得以沉积。这一知识有助于保护工作和有效管理水资源。此外，最大梯度是道路建设中的一个重要考虑因素。工程师必须确保道路具有适当的梯度，以便促进安全驾驶条件。过陡的梯度可能导致事故，尤其是在恶劣天气条件下。通过计算最大梯度，道路规划者可以设计出更安全、更高效的交通路线。总之，术语最大梯度概括了一个超越各学科的基本原则。无论是在工程、体育、环境科学还是交通领域，理解最大梯度使专业人士能够做出更好的决策，优化性能，并确保安全。在我们继续探索和创新这些领域的同时，理解最大梯度的重要性不容小觑。它提醒我们自然与人类努力之间的微妙平衡，指引我们朝着可持续和有效的解决方案迈进。