angular deviation

简明释义

角偏差

英英释义

例句

1.The angular deviation 角度偏差 in the telescope's alignment affected the clarity of the images.

望远镜的对准中的angular deviation 角度偏差影响了图像的清晰度。

2.The engineer measured the angular deviation 角度偏差 of the beam to ensure it was aligned correctly.

工程师测量了梁的angular deviation 角度偏差以确保其对齐正确。

3.During the survey, we noted an angular deviation 角度偏差 from the expected angle of the structure.

在测量过程中，我们注意到结构的预期角度与实际存在angular deviation 角度偏差。

4.In robotics, angular deviation 角度偏差 can affect the precision of movement.

在机器人技术中，angular deviation 角度偏差可能会影响运动的精确性。

5.The pilot adjusted the flight path based on the angular deviation 角度偏差 detected by the navigation system.

飞行员根据导航系统检测到的angular deviation 角度偏差调整了飞行路径。

作文

In the field of physics and engineering, the concept of angular deviation plays a crucial role in understanding how objects move and interact with each other. Angular deviation refers to the angle by which a ray of light or a line of force is deflected from its original path. This phenomenon can be observed in various contexts, such as optics, mechanics, and even in the study of celestial bodies. By examining angular deviation, scientists and engineers can better predict the behavior of light and other forces, leading to advancements in technology and our understanding of the universe.For instance, in optics, when light passes through different mediums, it changes speed, which results in angular deviation. This principle is fundamental in designing lenses for glasses, microscopes, and telescopes. When light enters a lens, the degree to which it bends depends on the lens's shape and the materials used. Understanding angular deviation allows manufacturers to create lenses that can focus light precisely, improving vision and enabling scientific exploration at microscopic and astronomical levels.Moreover, angular deviation is not limited to light; it also applies to mechanical systems. In robotics, the precise control of angular deviation is essential for ensuring that robotic arms move accurately and perform tasks effectively. Engineers must calculate the necessary angles to achieve the desired position and orientation of the robot's end effector. A small error in angular deviation could lead to significant inaccuracies, resulting in malfunctioning robots or failed operations.In addition, angular deviation has applications in navigation and astronomy. When navigating using a compass, the angle between true north and magnetic north is an example of angular deviation. Pilots and sailors must account for this deviation to ensure they reach their intended destinations. Similarly, astronomers use angular deviation to track the positions of stars and planets, helping them to understand celestial movements and predict events like eclipses.Understanding angular deviation is also vital in the context of safety. For instance, in construction, engineers must consider the angular deviation of structures to ensure stability and safety. If a building is not constructed with the correct angles, it may become unstable, leading to potential hazards. Therefore, accurate calculations of angular deviation are essential in the design and construction phases.In conclusion, the concept of angular deviation is integral to various scientific and engineering disciplines. It helps us comprehend how light behaves, how machines operate, and how we navigate the world around us. By mastering the principles of angular deviation, we can innovate and improve technologies that enhance our daily lives and expand our understanding of the universe. As we continue to explore and experiment, the importance of angular deviation will undoubtedly remain a key factor in our scientific endeavors and technological advancements.

在物理和工程领域，角度偏差的概念在理解物体如何运动和相互作用方面起着至关重要的作用。角度偏差指的是光线或力线从其原始路径偏转的角度。这种现象可以在各种背景下观察到，例如光学、机械学，甚至天体研究。通过研究角度偏差，科学家和工程师可以更好地预测光和其他力的行为，从而推动技术进步和我们对宇宙的理解。例如，在光学中，当光线通过不同的介质时，它的速度会发生变化，这导致了角度偏差。这个原理在设计眼镜、显微镜和望远镜的镜头时是基础。当光线进入镜头时，它弯曲的程度取决于镜头的形状和所用材料。理解角度偏差使制造商能够创造出能够精确聚焦光线的镜头，从而改善视力并促进科学在微观和天文层面的探索。此外，角度偏差不仅限于光；它也适用于机械系统。在机器人技术中，精确控制角度偏差对于确保机器人臂准确移动和有效执行任务至关重要。工程师必须计算实现机器人末端执行器所需位置和方向的必要角度。角度偏差的一个小误差可能导致重大不准确，从而导致机器人故障或操作失败。此外，角度偏差在导航和天文学中的应用也十分重要。当使用指南针导航时，真北与磁北之间的角度就是角度偏差的一个例子。飞行员和水手必须考虑这种偏差，以确保他们到达预定目的地。同样，天文学家利用角度偏差跟踪恒星和行星的位置，帮助他们理解天体运动并预测日食等事件。理解角度偏差在安全方面也至关重要。例如，在建筑中，工程师必须考虑结构的角度偏差以确保稳定性和安全性。如果建筑物没有按照正确的角度建造，可能会变得不稳定，导致潜在的危险。因此，在设计和施工阶段，准确计算角度偏差是至关重要的。总之，角度偏差的概念是各种科学和工程学科不可或缺的一部分。它帮助我们理解光的行为、机器的运作以及我们周围世界的导航。通过掌握角度偏差的原理，我们可以创新和改进增强我们日常生活的技术，并扩展我们对宇宙的理解。随着我们继续探索和实验，角度偏差的重要性无疑将在我们的科学努力和技术进步中保持关键因素。