angle of deflection

简明释义

偏转角;

英英释义

例句

1.The angle of deflection 偏转角 in the trajectory of the projectile was crucial for hitting the target.

弹道中的偏转角 angle of deflection对于击中目标至关重要。

2.The architect needed to consider the angle of deflection 偏转角 when designing the roof to handle snow loads.

建筑师在设计屋顶以应对雪荷载时需要考虑偏转角 angle of deflection。

3.In the physics lab, we measured the angle of deflection 偏转角 of a beam of light passing through a prism.

在物理实验室中，我们测量了光束通过棱镜时的偏转角 angle of deflection。

4.To improve the accuracy of the satellite's orbit, scientists adjusted the angle of deflection 偏转角 during its launch.

为了提高卫星轨道的准确性，科学家在发射过程中调整了偏转角 angle of deflection。

5.The engineer calculated the angle of deflection 偏转角 to ensure the bridge could withstand heavy winds.

工程师计算了偏转角 angle of deflection以确保桥梁能够承受强风。

作文

The concept of the angle of deflection is fundamental in various fields, including physics, engineering, and even sports. It refers to the angle at which an object or a wave is diverted from its original path due to external forces or influences. Understanding this concept can provide insights into how different systems respond to applied forces, which is crucial for designing stable structures or optimizing performance in sports activities.In physics, the angle of deflection plays a significant role when analyzing the behavior of projectiles. For instance, when a ball is thrown, it may encounter air resistance or wind, causing it to deviate from its intended trajectory. The angle of deflection can be calculated by measuring the difference between the ball's initial path and its final path after these forces act on it. This information is vital for athletes who wish to improve their throwing techniques, as understanding how to minimize the angle of deflection can lead to more accurate throws.In engineering, particularly in structural design, the angle of deflection is used to assess how structures respond to loads. Engineers must ensure that buildings, bridges, and other constructions can withstand various forces without excessive deflection. For example, when a load is applied to a beam, the resulting angle of deflection indicates how much the beam bends under pressure. By calculating this angle, engineers can determine whether the structure will remain stable and safe under expected conditions.Moreover, in the realm of optics, the angle of deflection is crucial when studying the behavior of light as it passes through different media. When light travels from one medium to another, such as from air into water, it bends at a specific angle of deflection. This bending of light is described by Snell's Law, which helps in designing lenses and other optical devices. A thorough understanding of the angle of deflection allows scientists and engineers to create better instruments for various applications, from eyeglasses to sophisticated cameras.In sports, the angle of deflection can also be observed in games like basketball or soccer. When a player shoots the ball, the angle at which the ball hits the backboard or the ground can significantly affect its trajectory. Coaches often analyze these angles to teach players how to improve their shooting accuracy. Understanding the angle of deflection can help athletes make necessary adjustments to their techniques, ultimately leading to better performance.In conclusion, the angle of deflection is a versatile concept applicable across various disciplines. Whether in physics, engineering, optics, or sports, understanding how objects respond to external forces through the angle of deflection is essential for optimizing performance and ensuring safety. As we continue to explore and apply this principle, we unlock new possibilities and innovations that can enhance our understanding of the world around us.

“偏转角”这一概念在物理学、工程学甚至体育等多个领域中都是基础性的。它指的是由于外部力量或影响而使物体或波从其原始路径偏离的角度。理解这个概念可以提供关于不同系统如何响应施加力量的洞察，这对于设计稳定的结构或优化体育活动中的表现至关重要。在物理学中，偏转角在分析抛射物的行为时发挥着重要作用。例如，当一个球被投掷时，它可能会遇到空气阻力或风，从而导致它偏离预定轨迹。偏转角可以通过测量球的初始路径与这些力量作用后最终路径之间的差异来计算。这些信息对于希望改善投掷技术的运动员至关重要，因为理解如何最小化偏转角可以导致更准确的投掷。在工程学中，特别是在结构设计中，偏转角用于评估结构如何对负载做出反应。工程师必须确保建筑物、桥梁和其他构筑物能够承受各种力量而不会发生过度偏转。例如，当负载施加到梁上时，产生的偏转角指示梁在压力下弯曲的程度。通过计算这个角度，工程师可以判断结构在预期条件下是否保持稳定和安全。此外，在光学领域，当研究光通过不同介质的行为时，偏转角也至关重要。当光从一个介质传播到另一个介质，例如从空气进入水中时，它会以特定的偏转角弯曲。这个光的弯曲由斯涅尔定律描述，这有助于设计透镜和其他光学设备。对偏转角的透彻理解使科学家和工程师能够创造出更好的仪器，用于各种应用，从眼镜到复杂的相机。在体育中，偏转角也可以在篮球或足球等游戏中观察到。当一名球员投篮时，球击中后板或地面的角度会显著影响其轨迹。教练们常常分析这些角度，以教导球员如何提高投篮的准确性。理解偏转角可以帮助运动员对技术进行必要的调整，从而最终提高表现。总之，偏转角是一个适用于多个学科的多功能概念。无论是在物理学、工程学、光学还是体育中，理解物体如何通过偏转角响应外部力量对于优化性能和确保安全至关重要。随着我们继续探索和应用这一原理，我们解锁了新的可能性和创新，这可以增强我们对周围世界的理解。