angle of minimum deviation

简明释义

1. 最小偏向角; 2. 最小偏差角;

英英释义

例句

1.When light passes through a glass slab, it reaches the angle of minimum deviation at a specific angle.

当光线通过玻璃板时，它在特定角度达到最小偏折角。

2.To find the angle of minimum deviation, we used a laser and a calibrated prism.

为了找到最小偏折角，我们使用了激光和校准过的棱镜。

3.The scientist measured the angle of minimum deviation to determine the refractive index of the prism.

科学家测量了最小偏折角以确定棱镜的折射率。

4.In optics, the angle of minimum deviation is crucial for accurate measurements.

在光学中，最小偏折角对准确测量至关重要。

5.The angle of minimum deviation can indicate the purity of the material being tested.

最小偏折角可以指示被测试材料的纯度。

作文

The study of optics has fascinated scientists and students alike for centuries. One of the fundamental concepts in this field is the behavior of light as it passes through different mediums. Among these concepts, the angle of minimum deviation plays a crucial role in understanding how prisms work. When light enters a prism, it bends at different angles depending on the material and the wavelength of the light. The angle of minimum deviation refers to the specific angle at which light exits the prism after being refracted. At this angle, the light travels through the prism with the least amount of bending, resulting in a clear and distinct spectrum of colors. This phenomenon occurs because the refractive index of the prism material affects how much the light is bent as it passes through.To visualize this concept, consider a triangular prism made of glass. When a beam of white light strikes one face of the prism, it refracts and splits into its constituent colors: red, orange, yellow, green, blue, indigo, and violet. As the light exits the prism, it does so at different angles. However, there is a particular angle, known as the angle of minimum deviation, where the path of the light is symmetrical. This symmetry is essential for applications such as spectroscopy, where scientists analyze the light emitted or absorbed by substances to determine their composition.Understanding the angle of minimum deviation is not only important in theoretical studies but also has practical implications. For instance, in designing optical instruments like cameras and telescopes, engineers must consider this angle to minimize distortions and maximize clarity. By aligning lenses and prisms at the angle of minimum deviation, they can ensure that the images produced are sharp and true to life.In addition to its significance in optics, the angle of minimum deviation also serves as a metaphor in various aspects of life. Just as light seeks the path of least resistance when passing through a prism, individuals often strive to find the most efficient way to achieve their goals. This pursuit of efficiency can be seen in various fields, including business, education, and personal development. By identifying the angle of minimum deviation in our own lives, we can streamline our efforts and enhance our productivity.Moreover, the concept of the angle of minimum deviation encourages us to embrace challenges and adapt to changing circumstances. Just as light must navigate different mediums, we too must learn to adjust our strategies as we encounter obstacles. This adaptability is crucial for success in an ever-evolving world.In conclusion, the angle of minimum deviation is a vital concept in the study of optics that illustrates how light behaves when passing through a prism. Its relevance extends beyond scientific inquiry, influencing various aspects of life and encouraging us to seek efficient paths toward our goals. By understanding this principle, we can not only enhance our knowledge of optics but also apply its lessons to our everyday experiences. Whether in the realm of science or personal growth, the angle of minimum deviation serves as a guiding principle that can lead us to clearer insights and greater achievements.

光学研究几个世纪以来一直吸引着科学家和学生。这个领域的一个基本概念是光在通过不同介质时的行为。在这些概念中，最小偏折角在理解棱镜的工作原理方面起着至关重要的作用。当光线进入棱镜时，它会根据材料和光的波长以不同的角度弯曲。最小偏折角指的是光线在折射后从棱镜中退出的特定角度。在这个角度下，光线以最少的弯曲通过棱镜，从而产生清晰且明显的颜色光谱。这一现象发生的原因是棱镜材料的折射率影响光线在通过时的弯曲程度。为了形象化这一概念，考虑一个由玻璃制成的三角棱镜。当一束白光打在棱镜的一面时，它会折射并分裂成其组成颜色：红色、橙色、黄色、绿色、蓝色、靛蓝和紫色。当光线从棱镜中退出时，它以不同的角度出现。然而，有一个特定的角度，被称为最小偏折角，光线的路径是对称的。这种对称性对于光谱学等应用至关重要，科学家们分析物质发射或吸收的光，以确定其成分。理解最小偏折角不仅在理论研究中重要，而且具有实际意义。例如，在设计相机和望远镜等光学仪器时，工程师必须考虑这一角度，以最小化失真并最大化清晰度。通过将透镜和棱镜对齐在最小偏折角，他们可以确保产生的图像清晰且真实。除了在光学中的重要性外，最小偏折角还在生活的各个方面作为隐喻。正如光在通过棱镜时寻求最小阻力的路径一样，个人也常常努力寻找实现目标的最有效方法。这种追求效率可以在商业、教育和个人发展等各个领域看到。通过识别我们自己生活中的最小偏折角，我们可以简化我们的努力，提高生产力。此外，最小偏折角的概念鼓励我们接受挑战并适应变化的环境。正如光必须穿越不同的介质一样，我们也必须学习在遇到障碍时调整我们的策略。这种适应能力对于在不断发展的世界中取得成功至关重要。总之，最小偏折角是光学研究中的一个重要概念，说明了光在通过棱镜时的行为。它的相关性超越了科学探究，影响着生活的各个方面，并鼓励我们寻找实现目标的高效路径。通过理解这一原则，我们不仅可以增强对光学的知识，还可以将其教训应用于日常经验中。无论是在科学领域还是个人成长中，最小偏折角都作为一个指导原则，引导我们获得更清晰的洞察力和更大的成就。