angle error

简明释义

角误差

英英释义

例句

1.The angle error in the telescope's alignment resulted in blurry images of distant stars.

望远镜对齐中的角度误差导致远处星星的图像模糊。

2.When programming the drone, we had to account for the angle error to ensure accurate flight paths.

在编程无人机时，我们必须考虑到角度误差以确保飞行路径的准确性。

3.In surveying, an angle error can lead to significant discrepancies in land measurements.

在测量中，一个角度误差可能导致土地测量的重大差异。

4.The robot's navigation system reported an angle error due to misalignment with the target, causing it to veer off course.

机器人的导航系统报告了一个角度误差，由于与目标的不对齐，导致它偏离了航线。

5.The engineer recalibrated the device to correct the angle error that was affecting its performance.

工程师重新校准设备，以纠正影响其性能的角度误差。

作文

In the field of engineering and physics, precision is paramount. One of the critical aspects that engineers must consider is the angle error, which refers to the discrepancy between the intended angle of a measurement or component and the actual angle achieved. This error can significantly impact the performance and reliability of various systems, from simple mechanical devices to complex aerospace structures. Understanding angle error is essential for ensuring accuracy in design and execution.For instance, when constructing a bridge, engineers must ensure that the angles of the beams are precisely measured and aligned. A small angle error in the alignment of these beams can lead to structural weaknesses, potentially resulting in catastrophic failures. Similarly, in the world of robotics, the precision of angles in joints and movements is crucial for the successful operation of robotic arms. Any angle error could lead to misalignment and improper functioning, which can be detrimental in manufacturing processes or even in surgical robots where precision is critical.Moreover, angle error can also arise from measurement tools themselves. If a protractor or an angle measuring instrument is not calibrated correctly, it can produce erroneous results. This is why regular calibration and maintenance of measuring instruments are vital in any engineering field. By minimizing angle error, engineers can ensure that their designs meet the required specifications and standards.Furthermore, the concept of angle error extends beyond just physical measurements; it also plays a significant role in computer graphics and simulations. In rendering 3D models, the angles at which light interacts with surfaces can affect the visual output dramatically. A miscalculated angle can result in unrealistic shadows and highlights, thus compromising the quality of the visual presentation. Therefore, understanding and correcting angle error is crucial for graphic designers and animators to create visually appealing and accurate representations.To mitigate angle error, engineers often employ various strategies. These include using higher precision instruments, implementing rigorous testing protocols, and utilizing software simulations to predict potential errors before physical construction begins. Additionally, training personnel to understand the implications of angle error and how to minimize it through careful measurement practices is essential.In conclusion, angle error is a fundamental concept in engineering and physics that has far-reaching implications across various fields. From ensuring the stability of structures to enhancing the realism of computer-generated imagery, the understanding and management of angle error are critical for achieving success. By prioritizing precision and accuracy, engineers and designers can create systems and products that not only function well but also stand the test of time. As technology continues to advance, the significance of minimizing angle error will only become more pronounced, making it an ever-relevant topic in both academic and practical applications.

在工程和物理领域，精确性至关重要。工程师必须考虑的一个关键方面是角度误差，它指的是测量或组件的预期角度与实际达到的角度之间的差异。这种误差会对各种系统的性能和可靠性产生重大影响，从简单的机械设备到复杂的航空航天结构。理解角度误差对于确保设计和执行的准确性至关重要。例如，在建造桥梁时，工程师必须确保梁的角度被精确测量和对齐。这些梁的微小角度误差可能导致结构弱点，最终可能导致灾难性故障。同样，在机器人技术领域，关节和运动的角度精度对于机器人手臂的成功操作至关重要。任何角度误差都可能导致错位和不当功能，这在制造过程中或甚至在外科机器人中都是有害的，因为精确性至关重要。此外，角度误差也可能来自测量工具本身。如果量角器或角度测量仪器没有正确校准，它可能会产生错误的结果。这就是为什么定期校准和维护测量仪器在任何工程领域都是至关重要的。通过最小化角度误差，工程师可以确保他们的设计符合所需的规格和标准。此外，角度误差的概念不仅限于物理测量；它在计算机图形学和模拟中也发挥着重要作用。在渲染三维模型时，光线与表面相互作用的角度会显著影响视觉输出。错误计算的角度可能导致不现实的阴影和高光，从而损害视觉呈现的质量。因此，理解和纠正角度误差对于图形设计师和动画师创建视觉吸引力和准确性的表现至关重要。为了减轻角度误差，工程师通常采用各种策略。这些策略包括使用更高精度的仪器、实施严格的测试协议以及利用软件模拟在物理施工开始之前预测潜在的错误。此外，培训人员理解角度误差的影响以及如何通过仔细的测量实践来最小化它也是至关重要的。总之，角度误差是工程和物理学中的一个基本概念，对各个领域都有深远的影响。从确保结构的稳定性到增强计算机生成图像的真实感，理解和管理角度误差对于取得成功至关重要。通过优先考虑精确性和准确性，工程师和设计师可以创造出不仅功能良好而且经得起时间考验的系统和产品。随着技术的不断进步，最小化角度误差的重要性将变得更加明显，使其在学术和实践应用中始终保持相关性。