angle of slide

简明释义

1. 滑动角; 2. 侧滑角; 3. 滑坡角;

英英释义

例句

1.The angle of slide is crucial for the design of roller coasters.

对于过山车的设计，滑动角度至关重要。

2.Adjusting the angle of slide can change the speed of the object moving down the ramp.

调整滑动角度可以改变物体沿坡道下滑的速度。

3.The architect considered the angle of slide when designing the roof.

建筑师在设计屋顶时考虑了滑动角度。

4.The engineer calculated the angle of slide to ensure the safety of the slope.

工程师计算了滑动角度以确保坡道的安全。

5.In a physics experiment, we measured the angle of slide to determine friction.

在一次物理实验中，我们测量了滑动角度以确定摩擦力。

作文

The concept of the angle of slide is essential in various fields, including physics, engineering, and even sports. Understanding this term can greatly enhance our comprehension of how objects move on inclined surfaces. The angle of slide refers to the angle at which an object begins to slide down a slope due to gravity. This phenomenon can be observed in everyday life, such as when a child slides down a playground slide or when rocks tumble down a hill after heavy rain. In physics, the angle of slide is closely related to the coefficient of friction between two surfaces. When the angle of an incline increases, the gravitational force acting on the object also increases, causing it to overcome the frictional force. The point at which this occurs is known as the critical angle, and it is unique for different materials. For example, a smooth surface will have a lower angle of slide compared to a rough surface. This principle is crucial in engineering when designing roads, ramps, and other structures to ensure safety and functionality.Moreover, the angle of slide has practical implications in sports. In skiing, for instance, athletes must understand how to navigate slopes effectively. The steeper the slope, the greater the angle of slide, which affects their speed and control. Skiers need to adjust their techniques based on the angle of slide to maintain balance and avoid accidents. Similarly, in mountain biking, riders must be aware of the terrain's angle of slide to optimize their performance and minimize the risk of falling.In addition to these applications, the angle of slide can also be analyzed mathematically. By using trigonometric functions, one can calculate the forces acting on an object at a given angle of slide. This understanding allows engineers and scientists to predict how an object will behave under various conditions. For instance, if a box is placed on an inclined plane, knowing the angle of slide helps determine whether the box will remain stationary or start sliding down.In conclusion, the angle of slide is a fundamental concept that spans multiple disciplines. From physics and engineering to sports and mathematics, grasping this idea is vital for understanding motion on inclined surfaces. Whether it is ensuring safe designs in construction or enhancing athletic performance, the angle of slide plays a significant role in our daily lives. As we continue to explore the principles behind motion and forces, the angle of slide will undoubtedly remain a key focus for both theoretical studies and practical applications.

滑动角度的概念在物理学、工程学甚至体育等多个领域中都至关重要。理解这个术语可以大大增强我们对物体在倾斜表面上运动方式的理解。滑动角度指的是物体因重力开始沿坡面滑下的角度。这种现象可以在日常生活中观察到，例如，当孩子在游乐场的滑梯上滑下，或当岩石在大雨后从山坡上滚落。在物理学中，滑动角度与两个表面之间的摩擦系数密切相关。当坡度的角度增加时，作用在物体上的重力也会增加，从而使其克服摩擦力。发生这种情况的点被称为临界角，并且对于不同的材料是独特的。例如，光滑的表面相比于粗糙的表面会有较低的滑动角度。这个原理在工程设计道路、坡道和其他结构时至关重要，以确保安全和功能性。此外，滑动角度在体育运动中也具有实际意义。在滑雪中，运动员必须理解如何有效地应对坡道。坡度越陡，滑动角度越大，这会影响他们的速度和控制能力。滑雪者需要根据滑动角度调整他们的技术，以保持平衡并避免事故。同样，在山地自行车运动中，骑手必须了解地形的滑动角度，以优化他们的表现并尽量减少摔倒的风险。除了这些应用，滑动角度还可以通过数学分析。通过使用三角函数，可以计算在给定滑动角度下作用在物体上的力。这种理解使工程师和科学家能够预测物体在各种条件下的行为。例如，如果一个盒子放置在一个倾斜的平面上，知道滑动角度可以帮助确定这个盒子是保持静止还是开始滑动。总之，滑动角度是一个跨越多个学科的基本概念。从物理学和工程学到体育和数学，掌握这个理念对于理解倾斜表面上的运动至关重要。无论是确保建筑设计的安全，还是提高运动表现，滑动角度在我们的日常生活中都扮演着重要角色。随着我们继续探索运动和力背后的原理，滑动角度无疑将作为理论研究和实际应用的关键焦点。