inbreak angle

简明释义

陷落角

英英释义

例句

1.In geology, the inbreak angle can affect the stability of slopes and landslides.

在地质学中，入射角会影响坡度和滑坡的稳定性。

2.Understanding the inbreak angle is crucial for aerodynamics in vehicle design.

理解入射角对车辆设计中的空气动力学至关重要。

3.During the design phase, the team discussed the optimal inbreak angle for the new bridge.

在设计阶段，团队讨论了新桥的最佳入射角。

4.The pilot adjusted the flight path based on the inbreak angle to avoid turbulence.

飞行员根据入射角调整飞行路径以避免颠簸。

5.The architect calculated the inbreak angle to ensure the roof would shed water effectively.

建筑师计算了入射角以确保屋顶能有效排水。

作文

The concept of the inbreak angle is crucial in various fields, particularly in engineering and architecture. It refers to the angle at which a structure or design begins to deviate from a straight line or a predetermined path. Understanding the inbreak angle can help engineers create safer and more efficient designs, especially in areas such as bridges, buildings, and roadways. For instance, when designing a bridge, engineers must calculate the inbreak angle to ensure that the forces acting on the structure are balanced and that it can withstand environmental stresses like wind and earthquakes.In the context of architecture, the inbreak angle also plays a significant role in aesthetics. Architects often use this angle to create visually appealing structures that are not only functional but also harmonious with their surroundings. The right inbreak angle can enhance the flow of space and light within a building, making it more inviting and comfortable for its occupants.Moreover, the inbreak angle is essential in the realm of transportation. For example, in road design, the angle at which a road curves can significantly impact vehicle safety and comfort. A well-calculated inbreak angle can minimize sharp turns, thereby reducing the risk of accidents and improving the overall driving experience.In mathematics, the inbreak angle can be analyzed using trigonometric principles. By understanding the relationships between different angles and sides of a triangle, mathematicians can derive formulas that help in calculating the inbreak angle in various scenarios. This mathematical perspective is invaluable for engineers and architects as they apply these principles to real-world problems.In summary, the inbreak angle is not merely a technical term; it embodies the intersection of art and science. Whether in structural engineering, architecture, or transportation, understanding and applying the inbreak angle is vital for creating safe, efficient, and aesthetically pleasing designs. As we continue to innovate and push the boundaries of technology, the importance of mastering concepts like the inbreak angle will only grow, shaping the future of our built environment.

“inbreak angle”的概念在多个领域中至关重要，尤其是在工程和建筑学中。它指的是一个结构或设计开始偏离直线或预定路径的角度。理解“inbreak angle”可以帮助工程师创建更安全、更高效的设计，特别是在桥梁、建筑物和道路等领域。例如，在设计桥梁时，工程师必须计算“inbreak angle”，以确保作用于结构的力量是平衡的，并且它能够承受风和地震等环境压力。在建筑学的背景下，“inbreak angle”也在美学中发挥着重要作用。建筑师常常利用这个角度来创造视觉上吸引人的结构，这些结构不仅功能齐全，而且与周围环境和谐相处。合适的“inbreak angle”可以增强建筑内部空间和光线的流动，使其对居住者更加宜人和舒适。此外，“inbreak angle”在交通运输领域也是必不可少的。例如，在道路设计中，路面弯曲的角度可以显著影响车辆的安全性和舒适性。经过精心计算的“inbreak angle”可以最小化急转弯，从而降低事故风险，改善整体驾驶体验。在数学中，可以使用三角学原理分析“inbreak angle”。通过理解三角形不同角度和边之间的关系，数学家可以推导出帮助计算各种场景中“inbreak angle”的公式。这种数学视角对于工程师和建筑师来说是无价的，因为他们将这些原理应用于现实世界的问题。总之，“inbreak angle”不仅仅是一个技术术语；它体现了艺术与科学的交汇点。无论是在结构工程、建筑学还是交通运输中，理解和应用“inbreak angle”对创建安全、高效和美观的设计至关重要。随着我们不断创新并推动技术的边界，掌握像“inbreak angle”这样的概念的重要性只会增加，塑造我们未来的建筑环境。