distance of closest point of approach

简明释义

会遇最近点距离

英英释义

例句

1.In robotics, understanding the distance of closest point of approach 最近接近点的距离 helps in programming collision avoidance algorithms.

在机器人技术中，理解最近接近点的距离有助于编程碰撞避免算法。

2.The distance of closest point of approach 最近接近点的距离 is a key factor in determining the risk of collision in autonomous vehicles.

在自动驾驶车辆中，最近接近点的距离是确定碰撞风险的关键因素。

3.During air traffic control, the distance of closest point of approach 最近接近点的距离 between two aircraft is critical for maintaining safe separation.

在空中交通管制中，两个飞机之间的最近接近点的距离对于保持安全间隔至关重要。

4.In maritime navigation, the captain must calculate the distance of closest point of approach 最近接近点的距离 to avoid collisions with other vessels.

在海上导航中，船长必须计算最近接近点的距离以避免与其他船只相撞。

5.The safety report highlighted the distance of closest point of approach 最近接近点的距离 when assessing potential hazards in the area.

安全报告强调了在评估该地区潜在危险时的最近接近点的距离。

作文

In the world of physics and engineering, understanding the interactions between moving objects is crucial. One important concept that arises in this context is the distance of closest point of approach, which refers to the minimum distance between two moving objects as they pass each other. This concept is particularly relevant in fields such as aerospace, robotics, and even in everyday scenarios like driving a car or navigating through crowded spaces.When two objects are in motion, their paths may intersect or come close to one another. The distance of closest point of approach helps in determining how close these objects will get without colliding. For instance, in aviation, pilots and air traffic controllers must calculate this distance to ensure safe separations between aircraft. If two planes are on a collision course, understanding the distance of closest point of approach allows them to take corrective actions well in advance, thereby preventing potential accidents.Similarly, in robotics, autonomous vehicles rely on sensors and algorithms to calculate the distance of closest point of approach with other vehicles or obstacles. By continuously monitoring this distance, robots can make real-time decisions to avoid collisions, navigate safely, and ensure efficient movement within their environment.To illustrate the importance of this concept, consider a scenario where two cars are approaching an intersection from different directions. Each driver must be aware of the distance of closest point of approach to avoid a crash. If one driver fails to yield, the other needs to know how close they can get before a collision occurs. This awareness not only promotes safety but also enhances the overall flow of traffic.Mathematically, the distance of closest point of approach can be determined using various methods, including geometric calculations and vector analysis. By analyzing the trajectories of the moving objects, one can derive the equations that represent their paths. The minimum distance can then be calculated by finding the point at which the two paths are closest together.In conclusion, the distance of closest point of approach is a vital concept that plays a significant role in ensuring safety and efficiency in various fields. Whether in aviation, robotics, or everyday life, understanding and applying this concept can prevent accidents and improve the interaction between moving objects. As technology continues to advance, the ability to accurately calculate and respond to the distance of closest point of approach will become even more critical, paving the way for safer and more efficient systems in our increasingly complex world.

在物理和工程学的世界中，理解移动物体之间的相互作用至关重要。一个在这种情况下出现的重要概念是最近接触点的距离，它指的是两个移动物体在相互经过时的最小距离。这个概念在航空航天、机器人技术，甚至日常场景如开车或在人群中导航等领域都特别相关。当两个物体处于运动状态时，它们的路径可能会相交或彼此接近。最近接触点的距离有助于确定这些物体在不发生碰撞的情况下能接近多远。例如，在航空领域，飞行员和空中交通管制员必须计算这一距离，以确保飞机之间的安全间隔。如果两架飞机处于碰撞航线上，了解最近接触点的距离可以让他们提前采取纠正措施，从而防止潜在的事故。同样，在机器人技术中，自动驾驶车辆依赖传感器和算法来计算与其他车辆或障碍物的最近接触点的距离。通过持续监测这一距离，机器人可以实时做出决策以避免碰撞、安全导航，并确保在其环境中的高效移动。为了说明这个概念的重要性，考虑一个场景：两辆汽车从不同方向接近一个十字路口。每位司机都必须意识到最近接触点的距离以避免碰撞。如果一位司机未能让行，另一位需要知道他们能接近多远而不会发生碰撞。这种意识不仅促进了安全，还增强了整体交通流畅性。在数学上，最近接触点的距离可以通过多种方法确定，包括几何计算和向量分析。通过分析移动物体的轨迹，可以推导出表示其路径的方程。然后，通过找到两条路径最接近的点，可以计算出最小距离。总之，最近接触点的距离是一个至关重要的概念，在确保各个领域的安全和效率方面发挥着重要作用。无论是在航空、机器人技术还是日常生活中，理解和应用这一概念可以防止事故并改善移动物体之间的相互作用。随着技术的不断进步，准确计算和响应最近接触点的距离的能力将变得更加关键，为我们日益复杂的世界中的更安全和更高效的系统铺平道路。