augmentation of semidiameter

简明释义

半径改正量

英英释义

例句

1.The research team focused on the augmentation of semidiameter of the laser beam to enhance precision in their measurements.

研究小组专注于激光束的半径增大以提高测量的精确度。

2.An augmentation of semidiameter can lead to significant changes in the gravitational pull experienced by nearby objects.

一个半径增大可能导致附近物体所经历的引力发生显著变化。

3.The astronomer noted an augmentation of semidiameter in the planet's apparent size, indicating it was closer to Earth than usual.

天文学家注意到行星的表观大小有了半径增大，这表明它比平常更靠近地球。

4.The engineer calculated the augmentation of semidiameter when designing the new telescope to improve its light-gathering ability.

工程师在设计新望远镜时计算了半径增大以提高其聚光能力。

5.During the experiment, the augmentation of semidiameter was measured to determine the effects of temperature on the material.

在实验过程中，测量了半径增大以确定温度对材料的影响。

作文

The concept of celestial mechanics often involves intricate calculations and precise measurements. One such term that arises in this field is the augmentation of semidiameter. This term refers to the increase in the apparent diameter of celestial bodies when observed from a certain distance. The augmentation of semidiameter can significantly affect how we perceive the size and scale of astronomical objects, especially when considering their distances from Earth. For example, when observing the Moon or planets through a telescope, the augmentation of semidiameter allows astronomers to make more accurate assessments of their sizes and distances. Understanding the augmentation of semidiameter is crucial for various applications in astronomy. It helps in calculating the orbits of celestial bodies, predicting eclipses, and even in space missions where precise navigation is key. When we observe a planet, its actual size may be much smaller than what we perceive due to the effects of distance and light. The augmentation of semidiameter accounts for these factors, enabling scientists to create models that better represent the physical characteristics of these celestial entities. In practical terms, the augmentation of semidiameter is not just an abstract concept; it has real-world implications. For instance, when planning a mission to Mars, engineers must consider the augmentation of semidiameter to ensure that the spacecraft can accurately navigate and land on the planet's surface. Miscalculations can lead to significant errors, potentially jeopardizing the mission. Thus, understanding this phenomenon is vital for the success of space exploration. Moreover, the augmentation of semidiameter is also relevant in the field of optics. Telescopes and other observational instruments use lenses and mirrors to magnify images of distant celestial bodies. The effectiveness of these instruments often relies on their ability to correct for the augmentation of semidiameter, allowing astronomers to obtain clearer and more detailed images. Without accounting for this factor, observations could be distorted, leading to incorrect conclusions about the nature of the universe. In conclusion, the augmentation of semidiameter is a fundamental concept in astronomy that plays a crucial role in our understanding of celestial mechanics. It affects how we perceive the size of celestial bodies and is essential for accurate measurements and calculations in various astronomical applications. As we continue to explore the universe, the importance of grasping concepts like the augmentation of semidiameter cannot be overstated. It serves as a reminder of the complexities involved in studying the cosmos and the need for precision in our scientific endeavors.

天体力学的概念通常涉及复杂的计算和精确的测量。在这个领域中，有一个术语经常出现，即半径增大。该术语指的是在某一距离观察天体时，天体的表观直径的增加。半径增大可以显著影响我们对天文物体大小和规模的感知，尤其是在考虑它们与地球的距离时。例如，在通过望远镜观察月球或行星时，半径增大使天文学家能够更准确地评估它们的大小和距离。理解半径增大对于天文学中的各种应用至关重要。它有助于计算天体的轨道，预测日食，甚至在航天任务中，精确导航是关键。当我们观察一颗行星时，其实际大小可能比我们由于距离和光的影响而感知到的要小得多。半径增大考虑了这些因素，使科学家能够创建更好地表示这些天体物理特征的模型。在实际操作中，半径增大不仅仅是一个抽象概念；它具有现实世界的意义。例如，在计划前往火星的任务时，工程师必须考虑半径增大以确保航天器能够准确导航并安全着陆在行星表面。计算错误可能导致严重的错误，可能危及任务的成功。因此，理解这一现象对于太空探索的成功至关重要。此外，半径增大在光学领域也很相关。望远镜和其他观测仪器使用透镜和镜子放大远处天体的图像。这些仪器的有效性通常依赖于其纠正半径增大的能力，从而使天文学家能够获得更清晰、更详细的图像。如果不考虑这一因素，观察结果可能会扭曲，导致对宇宙本质的错误结论。总之，半径增大是天文学中的一个基本概念，在我们理解天体力学方面发挥着关键作用。它影响我们对天体大小的感知，并且对于各种天文应用中的准确测量和计算至关重要。随着我们继续探索宇宙，掌握像半径增大这样的概念的重要性不容小觑。它提醒我们在研究宇宙时所涉及的复杂性，以及我们科学努力中对精确性的需求。