accumulated angle

简明释义

1. 合力角; 2. 总角; 3. 锐角;

英英释义

例句

1.The game character's rotation is controlled by the accumulated angle 累计角度 of the joystick input.

游戏角色的旋转由操纵杆输入的累计角度控制。

2.To ensure accurate measurements, we must consider the accumulated angle 累计角度 during the experiment.

为了确保测量准确，我们必须在实验中考虑累计角度。

3.The robot's navigation system calculates the accumulated angle 累计角度 to determine its orientation.

机器人的导航系统计算累计角度以确定其方向。

4.The pilot adjusted the aircraft's heading based on the accumulated angle 累计角度 from the last waypoint.

飞行员根据上一个航点的累计角度调整了飞机的航向。

5.In this simulation, we need to track the accumulated angle 累计角度 of the pendulum to predict its motion.

在这个模拟中，我们需要跟踪摆的累计角度以预测其运动。

作文

In the realm of geometry and physics, the concept of an accumulated angle plays a crucial role in understanding rotational movements and the relationships between different angles. An accumulated angle refers to the total angle that has been formed by the sum of individual angles during a rotation. This concept is particularly significant in various applications, including robotics, animation, and even in everyday activities such as driving or cycling.To better understand the idea of an accumulated angle, let us consider a simple example. Imagine a clock with its hands moving. The minute hand moves from the 12 o'clock position to the 1 o'clock position, covering an angle of 30 degrees. If we continue to observe the minute hand as it moves to the 2 o'clock position, it will cover another 30 degrees. Therefore, after moving to the 2 o'clock position, the accumulated angle of the minute hand would now be 60 degrees. This accumulation of angles can be visualized as a continuous process where each movement adds to the previous total.In more complex scenarios, such as in robotics, the concept of an accumulated angle becomes even more vital. Robots often need to navigate through space and perform tasks that require precise movements. By calculating the accumulated angle of their joints, robotic systems can determine how far they have rotated and adjust their movements accordingly. For instance, if a robotic arm needs to pick up an object, it must rotate its joints to specific angles. The accumulated angle helps ensure that the arm reaches the correct position without overshooting or undershooting.Moreover, in animation, understanding the accumulated angle is essential for creating smooth and realistic movements. Animators often break down complex motions into smaller segments, calculating the accumulated angle at each stage to ensure that characters move fluidly. This technique allows animators to create lifelike motions, making characters appear more believable and engaging.The significance of the accumulated angle extends beyond technical fields; it can also be found in our everyday lives. Consider the act of driving a car. When turning the steering wheel, the driver must be aware of the accumulated angle that the wheel has turned to ensure a smooth and safe turn. Turning too sharply or not enough can result in losing control of the vehicle. Thus, the accumulated angle is an essential consideration for maintaining safety and control while driving.In conclusion, the concept of an accumulated angle is a fundamental idea that permeates various disciplines, from mathematics to engineering and everyday life. Understanding how angles accumulate during motion allows us to navigate and interact with the world more effectively. Whether it is in robotics, animation, or simply driving a car, the accumulated angle serves as a guiding principle that enables precision and control. As we continue to explore the intricacies of angles and motion, the importance of mastering the concept of an accumulated angle cannot be overstated. It is a key element in ensuring accuracy and success in both theoretical and practical applications.

在几何和物理学领域，累积角度的概念在理解旋转运动和不同角度之间的关系中发挥着至关重要的作用。累积角度指的是在旋转过程中由各个单独角度的总和形成的总角度。这个概念在各种应用中尤为重要，包括机器人技术、动画制作，甚至在日常活动中，如驾驶或骑自行车。为了更好地理解累积角度的概念，让我们考虑一个简单的例子。想象一下一个钟表，时针和分针在移动。分针从12点位置移动到1点位置，覆盖了30度的角度。如果我们继续观察分针移动到2点位置，它会再覆盖30度。因此，在移动到2点位置后，分针的累积角度现在将是60度。这种角度的累积可以被视为一个连续的过程，每一次移动都会增加之前的总和。在更复杂的场景中，例如在机器人技术中，累积角度的概念变得更加重要。机器人通常需要在空间中导航并执行需要精确运动的任务。通过计算它们关节的累积角度，机器人系统可以确定它们旋转的幅度，并相应地调整它们的运动。例如，如果机器人手臂需要拾起一个物体，它必须将其关节旋转到特定的角度。累积角度有助于确保手臂达到正确的位置，而不会超出或不足。此外，在动画制作中，理解累积角度对创造平滑和逼真的运动至关重要。动画师通常将复杂的动作分解为较小的部分，计算每个阶段的累积角度以确保角色的运动流畅。这种技术使动画师能够创造出栩栩如生的动作，使角色看起来更加可信和吸引人。累积角度的重要性不仅限于技术领域；它还存在于我们的日常生活中。考虑一下驾驶汽车的行为。当转动方向盘时，驾驶员必须意识到方向盘已转动的累积角度，以确保平稳和安全的转弯。转弯过急或不足都可能导致失去对车辆的控制。因此，累积角度是保持驾驶安全和控制的重要考虑因素。总之，累积角度的概念是一个基本思想，渗透到多个学科，从数学到工程学，再到日常生活。理解运动中角度的累积使我们能够更有效地导航和与世界互动。无论是在机器人技术、动画制作，还是简单的驾驶汽车，累积角度都是指导原则，确保精确和控制。随着我们继续探索角度和运动的复杂性，掌握累积角度的概念的重要性不容低估。它是确保理论和实际应用中准确性和成功的关键要素。