tapered plane

简明释义

斜平面

英英释义

例句

1.In woodworking, creating a tapered plane can help in achieving smoother edges on furniture.

在木工中，制作一个锥形平面可以帮助实现家具的更平滑边缘。

2.The sculptor skillfully carved the stone into a tapered plane to create a beautiful statue.

雕塑家巧妙地将石头雕刻成一个锥形平面，以创造出美丽的雕像。

3.The architect designed a roof with a tapered plane to enhance the aesthetic appeal of the building.

建筑师设计了一个带有锥形平面的屋顶，以增强建筑的美感。

4.The engineer used a tapered plane in the design of the aircraft wing for better aerodynamics.

工程师在飞机翼的设计中使用了一个锥形平面以提高空气动力学性能。

5.A tapered plane is essential in the manufacturing of certain types of precision tools.

在某些类型的精密工具制造中，锥形平面是必不可少的。

作文

In the realm of geometry and engineering, the term tapered plane refers to a flat surface that gradually narrows or decreases in width or thickness from one end to the other. This concept is not only fundamental in theoretical mathematics but also plays a crucial role in various practical applications. Understanding the characteristics and significance of a tapered plane can enhance our comprehension of design principles in architecture, manufacturing, and aerodynamics.To illustrate the importance of a tapered plane, consider its application in aircraft wing design. The wings of an airplane are often designed with a tapered plane shape to optimize aerodynamic efficiency. By tapering the wings, engineers can reduce drag while maintaining lift, allowing for smoother flight and improved fuel efficiency. This practical application of a tapered plane showcases how geometry directly influences performance in real-world scenarios.Furthermore, the tapered plane concept is prevalent in architectural designs, particularly in the construction of roofs and facades. A building with a tapered plane roof not only adds aesthetic appeal but also facilitates rainwater drainage, preventing water accumulation and potential structural damage. Architects often use this geometric principle to create visually striking structures that are also functional and durable.In the field of manufacturing, tapered planes are essential in the production of various components. For instance, many mechanical parts, such as gears and pulleys, incorporate tapered planes to ensure precise fitting and functionality. The gradual change in dimensions allows for better alignment and reduces wear over time, which is crucial for the longevity of machinery.Moreover, the mathematical properties of a tapered plane can be explored through calculus and analytical geometry. The equations governing the area and volume of tapered shapes can provide insights into optimization problems in engineering and physics. Understanding these mathematical foundations equips students and professionals with the tools necessary to innovate and solve complex problems.In conclusion, the tapered plane is more than just a geometric concept; it is a vital element in various fields that intertwine art, science, and technology. Whether in the design of aircraft, the construction of buildings, or the manufacturing of components, the principles behind a tapered plane highlight the interplay between form and function. As we continue to advance in technology and design, the understanding of such geometric principles will remain essential for future innovations and improvements in our built environment. By appreciating the role of a tapered plane, we can better understand the intricate relationships between design, efficiency, and functionality in our world.

在几何和工程领域，术语tapered plane指的是一个平面，它从一端到另一端逐渐变窄或减少宽度或厚度。这个概念不仅在理论数学中是基础性的，而且在各种实际应用中也发挥着至关重要的作用。理解tapered plane的特征和重要性可以增强我们对建筑、制造和空气动力学设计原则的理解。为了说明tapered plane的重要性，考虑它在飞机机翼设计中的应用。飞机的机翼通常设计成tapered plane形状，以优化气动效率。通过使机翼逐渐变窄，工程师可以减少阻力，同时保持升力，从而实现更平稳的飞行和更好的燃油效率。这种tapered plane的实际应用展示了几何学如何直接影响现实世界中的性能。此外，tapered plane概念在建筑设计中也很常见，特别是在屋顶和外立面的建设中。具有tapered plane屋顶的建筑不仅增加了美观，还促进了雨水排放，防止水积聚和潜在的结构损坏。建筑师经常利用这一几何原理来创造视觉上引人注目的结构，这些结构既功能性强又耐用。在制造领域，tapered planes在各种组件的生产中至关重要。例如，许多机械零件，如齿轮和滑轮，都包含tapered planes以确保精确的配合和功能。尺寸的逐渐变化允许更好的对齐并减少磨损，这对于机械的耐久性至关重要。此外，通过微积分和解析几何，可以探索tapered plane的数学性质。控制锥形形状的面积和体积的方程可以为工程和物理中的优化问题提供见解。理解这些数学基础使学生和专业人员能够创新并解决复杂问题。总之，tapered plane不仅仅是一个几何概念；它是艺术、科学和技术交织在一起的各个领域的重要元素。无论是在飞机设计、建筑施工还是组件制造中，tapered plane背后的原则突显了形式与功能之间的相互关系。随着我们在技术和设计上的不断进步，对这些几何原理的理解将继续是未来创新和改善我们建成环境的关键。通过欣赏tapered plane的作用，我们可以更好地理解设计、效率和功能性在我们世界中的复杂关系。