angle of slope

简明释义

1. 坡度角; 2. 倾角; 3. 斜坡角; 4. 边坡角;

英英释义

例句

1.The angle of slope 坡度角 of the hill made it difficult for the hikers to climb.

山的坡度角 angle of slope使得登山者很难攀爬。

2.The angle of slope 坡度角 affects how water drains from the surface.

坡度角angle of slope影响水从表面排出的方式。

3.When designing a ramp, it's important to calculate the angle of slope 坡度角 for wheelchair accessibility.

在设计坡道时，计算坡度角 angle of slope对于无障碍通行非常重要。

4.Engineers need to know the angle of slope 坡度角 when building roads in mountainous areas.

工程师在山区修建道路时需要知道坡度角 angle of slope。

5.The construction team measured the angle of slope 坡度角 to ensure the roof would drain properly.

建筑团队测量了坡度角 angle of slope以确保屋顶能够正确排水。

作文

The concept of the angle of slope is fundamental in various fields such as engineering, architecture, and even nature. Understanding this angle can significantly impact the design and functionality of structures, roads, and even landscape features. The angle of slope refers to the steepness or degree of incline of a surface, typically expressed in degrees or as a ratio. For instance, a gentle slope might have an angle of only a few degrees, while a steep hill could have an angle exceeding 45 degrees. In engineering, the angle of slope is crucial when designing ramps, roads, and other structures that must accommodate both safety and efficiency. For example, wheelchair ramps are designed with a specific angle of slope to ensure that they are accessible to individuals with mobility challenges. If the slope is too steep, it becomes difficult and dangerous for users. Engineers must carefully calculate this angle to meet safety regulations while ensuring the ramp serves its intended purpose effectively.Similarly, in architecture, the angle of slope plays a vital role in roof design. A roof's slope affects its ability to shed water, resist wind loads, and even influence the aesthetic appeal of a building. Architects must consider local climate conditions when determining the appropriate angle of slope for roofs. In areas prone to heavy snowfall, a steeper slope may be necessary to prevent snow accumulation, whereas in regions with minimal precipitation, a gentler slope may suffice.Moreover, the angle of slope is not limited to man-made structures; it also occurs naturally in landscapes. Mountains, hills, and valleys all exhibit varying angles of slope, which shape the environment and influence ecosystems. For example, steeper slopes may lead to increased erosion, affecting vegetation and animal habitats. Understanding these natural slopes can help in land management and conservation efforts, ensuring that human activities do not adversely affect the environment.In mathematics, the angle of slope can be represented using trigonometric functions. For instance, if one knows the rise (the vertical change) and run (the horizontal change) of a slope, they can calculate the angle using the tangent function. This mathematical representation is essential in fields such as physics, where forces acting on inclined planes need to be analyzed. The relationship between the angle of slope and forces allows scientists and engineers to predict how objects will behave on slopes, whether it's a car driving up a hill or a ball rolling down.In conclusion, the angle of slope is a versatile concept that permeates various disciplines. From ensuring the safety of architectural designs to understanding natural landscapes, this angle is integral to both human-made and natural systems. By mastering the implications and calculations surrounding the angle of slope, professionals across fields can enhance their work, creating safer, more efficient, and more aesthetically pleasing designs while respecting the natural world around us.

坡度角的概念在工程、建筑，甚至自然等多个领域中都是基础性的。理解这个角度可以显著影响结构、道路，甚至景观特征的设计和功能。坡度角是指表面的陡峭程度或倾斜度，通常以度数或比例表示。例如，缓坡的坡度角可能只有几度，而陡峭的山丘则可能超过45度。在工程学中，坡度角在设计坡道、道路和其他必须兼顾安全与效率的结构时至关重要。例如，轮椅坡道的设计有特定的坡度角，以确保它们对行动不便的人士可及。如果坡度过陡，使用者将会感到困难和危险。工程师必须仔细计算这个角度，以满足安全标准，同时确保坡道有效地发挥其预期功能。同样，在建筑学中，坡度角在屋顶设计中也起着重要作用。屋顶的坡度影响其排水能力、抗风载荷的能力，甚至影响建筑的美观。建筑师在确定适当的坡度角时，必须考虑当地气候条件。在降雪严重的地区，可能需要更陡的坡度以防止积雪，而在降水较少的地区，较缓的坡度可能就足够了。此外，坡度角不仅限于人造结构；它也自然存在于各种地形中。山脉、丘陵和山谷都表现出不同的坡度角，这些角度塑造了环境并影响生态系统。例如，陡坡可能导致土壤侵蚀，影响植被和动物栖息地。理解这些自然坡度有助于土地管理和保护工作，确保人类活动不会对环境造成不利影响。在数学中，坡度角可以通过三角函数表示。例如，如果知道坡度的升高（垂直变化）和水平延伸（水平变化），可以使用正切函数计算角度。这种数学表示在物理学等领域中至关重要，其中需要分析作用在倾斜面上的力。坡度角与力之间的关系使科学家和工程师能够预测物体在坡道上的行为，无论是汽车上坡还是球体下滚。总之，坡度角是一个多用途的概念，渗透到各个学科。从确保建筑设计的安全性到理解自然景观，这个角度在人工和自然系统中都是不可或缺的。通过掌握与坡度角相关的含义和计算，各领域的专业人员可以提升他们的工作，创造出更安全、更高效和更美观的设计，同时尊重我们周围的自然世界。