toroidal field

简明释义

环向场

英英释义

例句

1.Researchers are studying how to optimize the toroidal field 环形场 to enhance plasma stability.

研究人员正在研究如何优化环形场以增强等离子体的稳定性。

2.In many electromagnetic applications, a toroidal field 环形场 is essential for efficient energy transfer.

在许多电磁应用中，环形场对于高效能量传输至关重要。

3.A toroidal field 环形场 is created when electric currents flow through a doughnut-shaped conductor.

当电流通过一个甜甜圈形状的导体时，会产生一个环形场。

4.The design of the new magnetic confinement system relies on a stable toroidal field 环形场 to achieve better performance.

新型磁约束系统的设计依赖于稳定的环形场以实现更好的性能。

5.The physicist explained how the toroidal field 环形场 can contain plasma in fusion reactors.

物理学家解释了如何在聚变反应堆中利用环形场来限制等离子体。

作文

The concept of a toroidal field is fundamental to understanding various phenomena in physics and engineering. A toroidal field, which can be visualized as a doughnut-shaped structure, is characterized by its unique geometry that allows for the circulation of energy and matter. This shape is not just a mere aesthetic choice; it has profound implications in fields such as electromagnetism, fluid dynamics, and even astrophysics. In essence, a toroidal field represents a closed loop where the lines of force or flow are continuous and do not terminate. In electromagnetism, for instance, the toroidal field is often employed in the design of magnetic confinement devices, such as tokamaks, which are used in nuclear fusion research. These devices utilize a toroidal field to confine plasma, enabling scientists to study the conditions necessary for fusion reactions to occur. The toroidal field helps to stabilize the plasma, preventing it from coming into contact with the walls of the containment vessel, which could lead to energy loss and damage. Moreover, the toroidal field has applications beyond just nuclear fusion. In fluid dynamics, researchers explore the behavior of fluids within a toroidal field to understand vortex formation and stability. The toroidal shape allows for interesting flow patterns that can be harnessed for various industrial applications, such as mixing and chemical reactions. By studying the dynamics of fluids in a toroidal field, engineers can design more efficient systems for reactors and other processes. Astrophysics also benefits from the study of toroidal fields. The magnetic fields around celestial bodies, such as stars and planets, can exhibit toroidal characteristics. Understanding these fields is crucial for comprehending solar activity, planetary magnetospheres, and even the dynamics of galaxies. For example, the magnetic field of the Earth has a toroidal component that plays a significant role in protecting the planet from solar radiation. This protection is vital for maintaining the conditions necessary for life. In summary, the toroidal field is a versatile concept that appears in various scientific disciplines, each with its unique implications and applications. Whether in the realm of fusion energy, fluid dynamics, or astrophysics, the toroidal field serves as a critical element in understanding complex systems. By grasping the principles behind this geometric configuration, we can unlock new possibilities in technology and deepen our comprehension of the universe. The study of toroidal fields is not merely an academic exercise; it is a gateway to innovation and discovery that continues to shape our world.

“toroidal field”的概念是理解物理学和工程学中各种现象的基础。toroidal field可以被可视化为一个甜甜圈形状的结构，其独特的几何形状允许能量和物质的循环。这种形状不仅仅是一个美学选择；它在电磁学、流体动力学甚至天体物理学等领域具有深远的影响。基本上，toroidal field代表一个封闭的环路，其中力线或流动是连续的，不会终止。例如，在电磁学中，toroidal field常常用于核聚变研究中的磁约束设备设计，如托卡马克。这些设备利用toroidal field来约束等离子体，使科学家能够研究进行聚变反应所需的条件。toroidal field有助于稳定等离子体，防止其接触到容器壁，这可能导致能量损失和损坏。此外，toroidal field不仅限于核聚变。在流体动力学中，研究人员探索流体在toroidal field中的行为，以理解涡旋形成和稳定性。该环形形状允许产生有趣的流动模式，可以用于各种工业应用，如混合和化学反应。通过研究流体在toroidal field中的动态，工程师可以设计出更高效的反应器和其他过程。天体物理学也从对toroidal fields的研究中受益。围绕天体（如恒星和行星）的磁场可能表现出环形特征。理解这些场对于理解太阳活动、行星磁层甚至银河系的动态至关重要。例如，地球的磁场具有一个环形成分，对保护地球免受太阳辐射起着重要作用。这种保护对于维持生命所需的条件至关重要。总之，toroidal field是一个多用途的概念，出现在各种科学学科中，每个学科都有其独特的含义和应用。无论是在聚变能源、流体动力学还是天体物理学领域，toroidal field都是理解复杂系统的关键元素。通过掌握这一几何配置背后的原理，我们可以解锁技术创新的新可能性，并加深对宇宙的理解。对toroidal fields的研究不仅仅是学术练习；它是通往创新和发现的门户，继续塑造我们的世界。