oblique plane

简明释义

斜面

英英释义

例句

1.In physics, we often discuss motion along an oblique plane to understand acceleration.

在物理学中，我们经常讨论沿着倾斜平面的运动，以理解加速度。

2.In geometry class, we learned how to calculate the area of a triangle on an oblique plane.

在几何课上，我们学习了如何计算倾斜平面上三角形的面积。

3.When analyzing the forces acting on an object resting on an oblique plane, we must consider gravity's angle.

在分析静止在倾斜平面上的物体所受的力时，我们必须考虑重力的角度。

4.The architect designed the roof to rest on an oblique plane for better water drainage.

建筑师设计了一个在倾斜平面上支撑的屋顶，以便更好地排水。

5.The artist created a sculpture that appears to defy gravity by balancing on an oblique plane.

艺术家创作了一座雕塑，似乎通过平衡在倾斜平面上而违背了重力。

作文

In the study of geometry and physics, the concept of an oblique plane plays a crucial role in understanding various spatial relationships. An oblique plane is defined as a flat surface that is inclined at an angle to a reference plane, which is typically horizontal or vertical. This inclination can affect how objects interact with the plane, influencing both the forces acting upon them and their motion. To illustrate this idea, let’s consider a practical example involving a ramp. A ramp is essentially an oblique plane that allows objects to move from one elevation to another. When a ball rolls down a ramp, it accelerates due to gravity, but the angle of the oblique plane determines the speed and distance it will travel. The steeper the incline of the oblique plane, the faster the ball will roll down, illustrating the importance of angles in physics.Furthermore, in architecture and engineering, the concept of oblique planes is vital for designing structures that are not only aesthetically pleasing but also functional. For instance, roofs often have oblique planes to allow for water drainage and to withstand the weight of snow in colder climates. The design of these oblique planes must take into account various factors such as wind resistance, material strength, and aesthetic appeal. Understanding the properties of oblique planes helps architects create buildings that are safe and efficient.In the realm of computer graphics, oblique planes are used to create realistic three-dimensional models. Artists and designers use mathematical equations to simulate how light interacts with oblique planes, allowing for the creation of shadows and reflections that enhance the visual depth of an image. The manipulation of oblique planes in virtual environments can lead to more immersive experiences for users, whether in video games or simulations.Moreover, in physics, the analysis of oblique planes is essential in understanding motion and forces. For example, when analyzing the motion of a projectile launched at an angle, the trajectory can be broken down into components that involve oblique planes. This breakdown allows physicists to predict the path of the projectile, taking into account factors such as air resistance and gravitational pull. By studying oblique planes, scientists can develop more accurate models for various phenomena, from the flight of a baseball to the trajectory of a rocket.In conclusion, the concept of an oblique plane is foundational in multiple fields, including geometry, engineering, computer graphics, and physics. Its applications range from everyday objects like ramps to complex structures and virtual environments. Understanding oblique planes enables us to solve problems, create innovative designs, and enhance our comprehension of the physical world around us. Therefore, mastering the concept of oblique planes is not just an academic exercise; it is a key skill that has real-world implications across various disciplines.

在几何和物理学的研究中，oblique plane（斜面）的概念在理解各种空间关系中发挥着至关重要的作用。oblique plane被定义为一个相对于参考平面（通常是水平或垂直的）倾斜的平面。这种倾斜会影响物体与平面的相互作用，影响施加在它们身上的力及其运动。为了说明这个观点，让我们考虑一个涉及坡道的实际例子。坡道本质上就是一个oblique plane，它允许物体从一个高度移动到另一个高度。当一个球沿着坡道滚下时，由于重力的作用，它会加速，但oblique plane的角度决定了它的速度和行驶距离。坡道越陡，球滚下来的速度就越快，这说明了角度在物理学中的重要性。此外，在建筑和工程领域，oblique planes的概念对于设计既美观又实用的结构至关重要。例如，屋顶通常有oblique planes，以便排水并承受寒冷气候中雪的重量。这些oblique planes的设计必须考虑多种因素，如风阻、材料强度和美学吸引力。理解oblique planes的特性帮助建筑师创造安全高效的建筑。在计算机图形学领域，oblique planes被用来创建逼真的三维模型。艺术家和设计师使用数学方程模拟光如何与oblique planes相互作用，从而创建增强图像视觉深度的阴影和反射。在虚拟环境中操纵oblique planes可以为用户带来更沉浸式的体验，无论是在视频游戏还是模拟中。此外，在物理学中，分析oblique planes对于理解运动和力至关重要。例如，当分析以某个角度发射的抛物体的运动时，可以将其轨迹分解为涉及oblique planes的分量。这种分解使物理学家能够预测抛物体的路径，考虑空气阻力和重力等因素。通过研究oblique planes，科学家可以为各种现象开发更准确的模型，从棒球的飞行到火箭的轨迹。总之，oblique plane的概念在多个领域中都是基础，包括几何、工程、计算机图形学和物理学。它的应用范围从日常物体如坡道到复杂的结构和虚拟环境。理解oblique planes使我们能够解决问题，创造创新设计，并增强我们对周围物理世界的理解。因此，掌握oblique planes的概念不仅仅是一项学术练习；它是一项在各个学科中具有现实世界意义的关键技能。