turning angle
简明释义
转折角
英英释义
The angle through which an object rotates or turns around a fixed point or axis. | 物体围绕固定点或轴旋转或转动的角度。 |
A measurement of the deviation from a straight line in the direction of movement. | 运动方向上偏离直线的测量角度。 |
例句
1.In this driving simulation, you need to maintain a safe turning angle 转弯角度 to avoid skidding.
在这个驾驶模拟中,你需要保持一个安全的转弯角度 turning angle 以避免打滑。
2.To improve maneuverability, the vehicle's turning angle 转弯角度 was optimized during testing.
为了提高机动性,车辆的转弯角度 turning angle 在测试过程中进行了优化。
3.The architect designed the staircase with a turning angle 转弯角度 that maximizes space efficiency.
建筑师设计的楼梯具有一个最大化空间效率的转弯角度 turning angle 。
4.The robot adjusted its path based on the turning angle 转弯角度 calculated from the obstacles.
机器人根据计算出的障碍物的转弯角度 turning angle 调整了其路径。
5.The pilot had to calculate the turning angle 转弯角度 before making the sharp turn.
飞行员在进行急转弯之前必须计算转弯角度 turning angle 。
作文
In the study of physics and engineering, understanding concepts such as motion and direction is crucial. One important aspect of this is the turning angle, which refers to the angle through which an object rotates around a point or axis. This concept is particularly relevant in fields like robotics, aviation, and even in everyday activities such as driving a car. For instance, when a vehicle makes a turn, the turning angle determines how sharply the vehicle will navigate the curve. A larger turning angle implies a wider turn, while a smaller angle indicates a tighter turn. Moreover, the turning angle can significantly affect the stability and control of vehicles. In aviation, pilots must be acutely aware of the turning angle during maneuvers to ensure safety and efficiency. Similarly, engineers design vehicles with specific turning angles in mind, optimizing them for performance and handling. Mathematically, the turning angle can be calculated using various methods, including trigonometry. For example, if you know the radius of a turn and the distance traveled, you can determine the turning angle by applying the formula: angle = distance / radius. This calculation is essential for ensuring that turns are executed smoothly and safely. In addition to its applications in transportation, the turning angle concept also applies to robotics. Robots often need to navigate environments that require precise movements. Understanding the turning angle allows robotic systems to adjust their paths accurately, avoiding obstacles and optimizing their routes. For instance, autonomous vehicles utilize sensors and algorithms to calculate their turning angles in real time, enabling them to make safe and efficient decisions on the road. Furthermore, the turning angle is crucial in sports, particularly in disciplines like gymnastics and figure skating. Athletes must master their turning angles to execute complex routines successfully. A gymnast performing a twist needs to control their body’s rotation precisely, and the turning angle plays a vital role in achieving the desired outcome. In conclusion, the turning angle is a fundamental concept that spans various fields, from engineering and physics to sports and everyday life. Understanding how to measure, calculate, and apply the turning angle is essential for success in many areas. By mastering this concept, individuals can improve their skills in navigation, enhance safety in transportation, and achieve greater precision in athletic performances. As technology continues to advance, the importance of the turning angle will only grow, making it a critical topic of study for future innovations. Overall, whether you are driving a car, piloting a plane, programming a robot, or performing a perfect routine, the turning angle is a key factor that influences performance and safety. By understanding and applying this concept effectively, we can navigate our world more efficiently and safely.
在物理和工程学的研究中,理解运动和方向等概念至关重要。其中一个重要方面就是转角,它指的是物体围绕某一点或轴旋转的角度。这个概念在机器人技术、航空以及日常活动如驾驶汽车等领域尤为相关。例如,当一辆车转弯时,转角决定了车辆如何迅速地驶过弯道。较大的转角意味着更宽的转弯,而较小的角度则表示更紧的转弯。此外,转角会显著影响车辆的稳定性和控制。在航空中,飞行员在操控过程中必须准确了解转角以确保安全和效率。同样,工程师在设计车辆时也会考虑特定的转角,以优化性能和操控性。在数学上,转角可以通过多种方法计算,包括三角学。例如,如果你知道转弯的半径和行驶的距离,可以通过应用公式:角度 = 距离 / 半径来确定转角。这个计算对于确保转弯的顺利和安全执行至关重要。除了在交通运输中的应用外,转角概念在机器人技术中也同样适用。机器人常常需要在需要精确移动的环境中导航。理解转角使得机器人系统能够准确调整路径,避免障碍并优化路线。例如,自动驾驶汽车利用传感器和算法实时计算其转角,使其能够在道路上做出安全和高效的决策。此外,转角在体育运动中也至关重要,特别是在体操和花样滑冰等项目中。运动员必须掌握他们的转角以成功执行复杂的例程。一个进行扭转的体操运动员需要精确控制身体的旋转,而转角在实现期望结果中起着至关重要的作用。总之,转角是一个基本概念,涵盖了多个领域,从工程和物理到体育和日常生活。理解如何测量、计算和应用转角对许多领域的成功至关重要。通过掌握这一概念,个人可以提高导航技能,增强交通安全,并在运动表现中获得更大的精确度。随着科技的不断进步,转角的重要性只会增加,使其成为未来创新研究的关键主题。总体而言,无论你是在驾驶汽车、驾驶飞机、编程机器人还是执行完美的例程,转角都是影响表现和安全的关键因素。通过有效理解和应用这一概念,我们可以更高效、更安全地导航我们的世界。
相关单词