azimuthal distribution

简明释义

方位分布;

英英释义

例句

1.The azimuthal distribution 方位分布 of wind direction is crucial for designing efficient wind turbines.

风向的方位分布azimuthal distribution对设计高效的风力涡轮机至关重要。

2.In particle physics, the azimuthal distribution 方位分布 of emitted particles can reveal important interaction dynamics.

在粒子物理学中，发射粒子的方位分布azimuthal distribution可以揭示重要的相互作用动态。

3.Understanding the azimuthal distribution 方位分布 of rainfall can help in effective water resource management.

了解降雨的方位分布azimuthal distribution有助于有效的水资源管理。

4.The study of the azimuthal distribution 方位分布 of stars helps astronomers understand their spatial arrangement.

对星星的方位分布azimuthal distribution的研究帮助天文学家理解它们的空间排列。

5.Geologists analyze the azimuthal distribution 方位分布 of seismic waves to predict earthquake patterns.

地质学家分析地震波的方位分布azimuthal distribution以预测地震模式。

作文

In the field of physics and engineering, understanding the concept of azimuthal distribution is crucial for various applications, particularly in the study of waves and radiation patterns. The term azimuthal distribution refers to the way in which a quantity is distributed around a central point in a circular or spherical coordinate system. This concept is particularly significant when analyzing phenomena such as sound waves, electromagnetic waves, and even the distribution of particles in space. By comprehending the azimuthal distribution, researchers can predict how energy propagates through different mediums and how it interacts with various obstacles.For instance, consider the case of antennas used in communication systems. The performance of an antenna can be greatly affected by its azimuthal distribution. When an antenna emits signals, the strength and direction of these signals vary depending on the angle from which they are measured. This variation is described by the azimuthal distribution of the antenna's radiation pattern. Engineers must carefully design antennas to ensure that their azimuthal distribution meets the requirements for effective communication over long distances. A well-designed antenna will have a favorable azimuthal distribution that maximizes signal strength in the desired direction while minimizing interference from other directions.Moreover, the concept of azimuthal distribution is not limited to just antennas. It also plays a vital role in fields such as astronomy, where astronomers study the azimuthal distribution of stars and galaxies to understand their formation and evolution. By mapping the azimuthal distribution of celestial bodies, scientists can gain insights into the gravitational forces at play and the overall structure of the universe. This information is essential for developing theories about cosmic phenomena, such as the Big Bang and the expansion of the universe.In addition to its applications in communication and astronomy, the azimuthal distribution is also relevant in meteorology. Weather patterns often exhibit specific azimuthal distributions that can influence local climates and weather events. For example, the distribution of wind speeds and directions around a storm system can be analyzed using the principles of azimuthal distribution. Meteorologists utilize this data to make predictions about storm behavior, helping communities prepare for severe weather conditions.In conclusion, the azimuthal distribution is a fundamental concept that has wide-ranging applications across multiple scientific disciplines. By studying how quantities are distributed around a central point, researchers can gain valuable insights into various physical phenomena. Whether in telecommunications, astronomy, or meteorology, understanding the azimuthal distribution allows scientists and engineers to design better systems, predict behaviors more accurately, and ultimately enhance our understanding of the world around us. As technology continues to advance, the importance of mastering concepts like azimuthal distribution will only grow, highlighting the need for ongoing research and education in this area.

在物理和工程领域，理解方位分布的概念对于各种应用至关重要，尤其是在波动和辐射模式研究中。术语方位分布是指在圆形或球形坐标系中，某一量围绕中心点的分布方式。这个概念在分析声波、电磁波，甚至是空间中粒子的分布时尤为重要。通过理解方位分布，研究人员可以预测能量如何通过不同介质传播，以及它与各种障碍物的相互作用。例如，考虑通信系统中使用的天线的情况。天线的性能可能会受到其方位分布的很大影响。当天线发射信号时，这些信号的强度和方向会根据测量角度的不同而变化。这种变化由天线辐射模式的方位分布来描述。工程师必须仔细设计天线，以确保其方位分布满足有效远距离通信的要求。设计良好的天线将具有有利的方位分布，最大化所需方向的信号强度，同时最小化来自其他方向的干扰。此外，方位分布的概念不仅限于天线。它在天文学等领域也起着至关重要的作用，天文学家研究星星和星系的方位分布以理解它们的形成和演化。通过绘制天体的方位分布，科学家可以获得关于引力作用及宇宙整体结构的见解。这些信息对于发展关于宇宙现象（如大爆炸和宇宙膨胀）的理论至关重要。除了在通信和天文学中的应用外，方位分布在气象学中也相关。天气模式往往表现出特定的方位分布，这可能会影响当地气候和天气事件。例如，围绕一个风暴系统的风速和方向的分布可以利用方位分布的原理进行分析。气象学家利用这些数据来预测风暴行为，帮助社区为恶劣天气做好准备。总之，方位分布是一个基本概念，在多个科学学科中具有广泛的应用。通过研究量围绕中心点的分布，研究人员可以获得对各种物理现象的宝贵见解。无论是在电信、天文学还是气象学中，理解方位分布使科学家和工程师能够设计更好的系统，更准确地预测行为，最终增强我们对周围世界的理解。随着技术的不断进步，掌握像方位分布这样的概念的重要性只会增加，突显了在这一领域持续研究和教育的必要性。