gyrofrequency

简明释义

英[ˌdʒaɪroʊˈfrɛkwənsi]美[ˌdʒaɪroʊˈfrɛkwənsi]

n. [电磁] 旋转频率；回旋频率

复 数 g y r o f r e q u e n c i e s

英英释义

单词用法

同义词

反义词

例句

1.The satellite's gyrofrequency 陀螺频率 is crucial for maintaining its orientation in orbit.

卫星的gyrofrequency 陀螺频率 对于维持其在轨道中的方向至关重要。

2.Engineers must calculate the gyrofrequency 陀螺频率 to ensure the stability of the spacecraft during flight.

工程师必须计算gyrofrequency 陀螺频率 以确保飞行过程中航天器的稳定性。

3.The gyrofrequency 陀螺频率 affects how quickly a drone can respond to directional changes.

这gyrofrequency 陀螺频率 影响无人机对方向变化的响应速度。

4.Understanding gyrofrequency 陀螺频率 is essential for improving navigation systems in autonomous vehicles.

理解gyrofrequency 陀螺频率 对于改善自动驾驶车辆的导航系统至关重要。

5.The research focused on the relationship between gyrofrequency 陀螺频率 and sensor accuracy.

研究集中在gyrofrequency 陀螺频率 与传感器精度之间的关系。

作文

In the realm of physics and engineering, the term gyrofrequency refers to the frequency at which a charged particle, such as an electron, orbits in a magnetic field. This phenomenon is a critical aspect of various applications, including satellite technology, telecommunications, and even in the study of fundamental physical principles. Understanding gyrofrequency is essential for professionals in fields like plasma physics and astrophysics, where the behavior of charged particles in magnetic fields can significantly influence outcomes. The concept of gyrofrequency arises from the interaction between charged particles and magnetic fields. When a charged particle moves through a magnetic field, it experiences a force that causes it to spiral around the magnetic field lines. The frequency of this spiral motion is what we define as gyrofrequency. Mathematically, gyrofrequency can be expressed using the formula: ω = qB/m, where ω is the angular frequency, q is the charge of the particle, B is the magnetic field strength, and m is the mass of the particle. This relationship highlights how variations in charge, mass, or magnetic field strength can affect the gyrofrequency of a particle. One of the most significant implications of gyrofrequency is observed in the design and operation of devices like cyclotrons and synchrotrons, which are used to accelerate charged particles to high speeds. By manipulating the gyrofrequency, scientists can optimize these machines for various research purposes, ranging from medical applications in radiation therapy to fundamental research in particle physics. Additionally, the concept of gyrofrequency plays a crucial role in understanding space weather phenomena. For instance, the Earth's magnetosphere is filled with charged particles that exhibit gyrofrequency behavior. Studying these particles helps scientists predict solar storms and their potential impact on satellite communications and power grids on Earth. In this context, gyrofrequency becomes not just a theoretical concept but a practical tool for safeguarding technology and infrastructure. Moreover, gyrofrequency is also relevant in the field of telecommunications, particularly in the development of devices that rely on magnetic resonance. Technologies such as Magnetic Resonance Imaging (MRI) utilize principles related to gyrofrequency to produce detailed images of the human body, showcasing the interdisciplinary nature of this concept. In conclusion, the term gyrofrequency encapsulates a fundamental principle that bridges various scientific disciplines. Its significance extends beyond theoretical physics into practical applications that impact our daily lives. By grasping the intricacies of gyrofrequency, we not only enhance our understanding of the universe but also improve our technological capabilities, ensuring that we continue to innovate and adapt in an ever-evolving world. Whether it's through advancements in healthcare, space exploration, or communication technologies, the implications of gyrofrequency are profound and far-reaching, highlighting the importance of this concept in both science and technology.

陀螺频率在物理学和工程学领域中，指的是带电粒子（如电子）在磁场中绕行的频率。这一现象是各种应用的关键方面，包括卫星技术、电信，甚至在基本物理原理的研究中。理解陀螺频率对于等离子体物理和天体物理等领域的专业人士至关重要，因为带电粒子在磁场中的行为可能会显著影响结果。 陀螺频率的概念源于带电粒子与磁场之间的相互作用。当带电粒子穿过磁场时，它会受到一种力的作用，使其围绕磁场线螺旋运动。我们定义的这一螺旋运动的频率就是陀螺频率。从数学上讲，陀螺频率可以用以下公式表示： ω = qB/m， 其中ω是角频率，q是粒子的电荷，B是磁场强度，m是粒子的质量。这个关系突显了电荷、质量或磁场强度的变化如何影响粒子的陀螺频率。 陀螺频率最重要的含义之一体现在回旋加速器和同步辐射加速器等设备的设计和操作中，这些设备用于将带电粒子加速到高速度。通过操控陀螺频率，科学家可以优化这些机器以满足各种研究需求，从医学应用中的放射治疗到粒子物理学的基础研究。 此外，陀螺频率的概念在理解空间天气现象中也起着至关重要的作用。例如，地球的磁层充满了表现出陀螺频率行为的带电粒子。研究这些粒子有助于科学家预测太阳风暴及其对卫星通信和地球电网的潜在影响。在这种情况下，陀螺频率不仅仅是一个理论概念，而是保护技术和基础设施的实用工具。 此外，陀螺频率在电信领域也相关，特别是在依赖于磁共振的设备开发中。诸如磁共振成像（MRI）等技术利用与陀螺频率相关的原理来产生人体的详细图像，展示了这一概念的跨学科性质。 总之，陀螺频率这一术语概括了一个连接各科学学科的基本原理。其重要性超越了理论物理，延伸到影响我们日常生活的实际应用中。通过掌握陀螺频率的复杂性，我们不仅增强了对宇宙的理解，还提升了我们的技术能力，确保我们在不断发展的世界中继续创新和适应。无论是通过医疗、太空探索还是通信技术的进步，陀螺频率的影响都是深远的，突显了这一概念在科学和技术中的重要性。