angular error

简明释义

角误差

英英释义

例句

1.The angular error 角度误差 in the satellite's orientation can lead to significant communication issues.

卫星方向上的 angular error 角度误差 可能导致重大通信问题。

2.The robot's navigation system reported an angular error 角度误差 of 5 degrees, causing it to misalign with the target.

机器人的导航系统报告了一个 angular error 角度误差 为5度，导致它与目标错位。

3.To improve performance, the engineers worked on reducing the angular error 角度误差 in the drone's flight path.

为了提高性能，工程师们致力于减少无人机飞行路径中的 angular error 角度误差。

4.We have implemented a new algorithm to minimize the angular error 角度误差 during the robotic arm's movements.

我们实施了一种新算法，以最小化机器人手臂运动中的 angular error 角度误差。

5.During the calibration process, we noticed an angular error 角度误差 that affected the accuracy of our measurements.

在校准过程中，我们注意到一个 angular error 角度误差，这影响了我们测量的准确性。

作文

In the realm of physics and engineering, precision is paramount. One of the critical aspects that engineers and scientists must consider is the concept of angular error, which refers to the difference between the actual angle and the desired angle in a given system. This discrepancy can have significant implications, especially in fields such as robotics, aerospace, and navigation. Understanding angular error is essential for improving accuracy and functionality in various applications.For instance, in robotics, a robot's ability to navigate its environment depends heavily on its sensors' accuracy. If a robot is programmed to turn at a specific angle but experiences an angular error, it may not reach its intended destination. This can lead to inefficiencies, increased energy consumption, or even failure to complete tasks. Therefore, engineers must design robust algorithms that can compensate for angular error, allowing robots to adjust their movements in real-time based on feedback from their sensors.Similarly, in aerospace, pilots rely on instruments to maintain the correct flight path. An angular error in the aircraft's orientation can result in altitude loss or unwanted course deviations. To mitigate this risk, avionics systems are equipped with gyroscopes and accelerometers that continuously monitor the aircraft's position and provide real-time data to the pilot. By understanding and correcting for angular error, pilots can ensure a safer and more efficient flight.Another area where angular error plays a crucial role is in navigation systems, particularly in GPS technology. The accuracy of GPS relies on precise measurements of angles from satellites to a receiver. Any angular error in these measurements can lead to incorrect positioning, affecting everything from personal navigation apps to large-scale logistics operations. As a result, researchers are constantly working to improve the algorithms used in GPS technology to minimize angular error and enhance overall accuracy.Moreover, angular error is not just a concern in high-tech fields; it also has practical implications in everyday life. For example, when constructing buildings, architects must account for angular error to ensure that structures are built according to the specified designs. Even a small angular deviation can lead to significant structural issues over time, emphasizing the importance of precision in construction practices.In conclusion, the concept of angular error is vital across various domains, from robotics and aerospace to navigation and construction. Understanding this term allows professionals to develop better systems and technologies that can function accurately and efficiently. As we continue to advance in technology, minimizing angular error will remain a key focus for engineers and scientists alike, ensuring that our tools and systems perform optimally in an increasingly complex world.

在物理和工程领域，精确性至关重要。工程师和科学家必须考虑的一个关键方面是“角度误差”的概念，它指的是给定系统中实际角度与所需角度之间的差异。这种差异可能会产生重大影响，特别是在机器人技术、航空航天和导航等领域。理解角度误差对于提高各种应用的准确性和功能性至关重要。例如，在机器人技术中，机器人的环境导航能力在很大程度上依赖于其传感器的准确性。如果机器人被编程在特定角度转弯，但出现了角度误差，它可能无法到达预定目的地。这可能导致效率低下、能耗增加，甚至任务未能完成。因此，工程师必须设计强大的算法，可以补偿角度误差，使机器人能够根据传感器的反馈实时调整其运动。同样，在航空航天领域，飞行员依赖仪器来保持正确的飞行路径。飞机方向的角度误差可能导致高度下降或不必要的航向偏差。为了降低这种风险，航空电子系统配备了陀螺仪和加速度计，持续监测飞机的位置并向飞行员提供实时数据。通过理解和修正角度误差，飞行员可以确保飞行安全且高效。角度误差在导航系统中也起着至关重要的作用，特别是在GPS技术中。GPS的准确性依赖于从卫星到接收器的角度精确测量。任何角度误差都可能导致定位不准确，影响从个人导航应用到大规模物流操作的方方面面。因此，研究人员不断努力改进用于GPS技术的算法，以最小化角度误差并增强整体准确性。此外，角度误差不仅仅是高科技领域的关注点；它在日常生活中也具有实际意义。例如，在建筑施工中，建筑师必须考虑角度误差，以确保结构按照指定设计建造。即使是小的角度偏差，随着时间的推移也可能导致重大的结构问题，这强调了建筑实践中精确性的重要性。总之，“角度误差”的概念在各个领域至关重要，从机器人技术和航空航天到导航和建筑。理解这个术语使专业人员能够开发出更好的系统和技术，确保其准确有效地运行。随着我们在技术上的不断进步，减少角度误差将继续成为工程师和科学家的重点，确保我们的工具和系统在日益复杂的世界中最佳运行。