toroidal system

简明释义

环状磁场装置

英英释义

例句

1.In electrical engineering, a toroidal system is often used to minimize electromagnetic interference.

在电气工程中，环形系统常用于最小化电磁干扰。

2.The toroidal system in the MRI machine helps create a strong and uniform magnetic field.

MRI机器中的环形系统有助于产生强大而均匀的磁场。

3.The toroidal system design allows for efficient energy storage in inductors.

环形系统设计允许在电感器中高效存储能量。

4.The research team developed a new toroidal system for plasma confinement in fusion reactors.

研究团队开发了一种用于聚变反应堆中等离子体约束的新环形系统。

5.Our company specializes in manufacturing components for toroidal systems used in telecommunications.

我们公司专注于制造用于电信的环形系统组件。

作文

In the realm of physics and engineering, the term toroidal system refers to a structure that has a doughnut-like shape, which is significant in various applications, particularly in magnetic confinement and fluid dynamics. The unique geometry of a toroidal system allows for efficient containment and manipulation of materials, making it an essential concept in modern science and technology. One of the most notable applications of a toroidal system is in nuclear fusion reactors, specifically in devices known as tokamaks. These reactors utilize a toroidal system to confine plasma, the superheated state of matter necessary for fusion reactions. By shaping the magnetic fields in a toroidal configuration, scientists can create a stable environment where hydrogen isotopes can collide and fuse, potentially producing vast amounts of energy. This application highlights the importance of toroidal systems in the quest for clean and sustainable energy sources.Beyond nuclear fusion, toroidal systems are also prevalent in the field of fluid dynamics. For instance, certain types of pumps and turbines are designed with a toroidal shape to enhance flow efficiency and reduce turbulence. The streamlined nature of a toroidal system minimizes energy loss during operation, making these devices more effective and reliable. Engineers often leverage the principles of toroidal geometry to optimize performance in various mechanical systems.Furthermore, toroidal systems can be found in everyday technologies, such as inductors and transformers used in electrical circuits. These components often take on a toroidal shape to improve their inductive properties and reduce electromagnetic interference. By designing coils in a toroidal system, engineers can achieve better performance in power supply and signal processing applications.In mathematics, the study of toroidal systems also extends to topology, where the properties of toroidal shapes are explored in depth. The torus, a fundamental shape in this field, serves as a basis for various mathematical models and theories. Understanding the characteristics of a toroidal system can lead to insights in areas like algebraic topology and differential geometry, showcasing the interdisciplinary relevance of this concept.In conclusion, the toroidal system is a versatile and critical structure that plays a vital role in numerous scientific and engineering disciplines. Its unique shape provides distinct advantages in applications ranging from nuclear fusion to fluid dynamics and electrical engineering. As research continues to advance, the understanding and utilization of toroidal systems will likely expand, paving the way for innovative technologies and solutions to complex problems. The exploration of these systems not only enhances our knowledge of physical phenomena but also contributes to the development of sustainable energy sources and efficient engineering practices.

在物理和工程领域，术语toroidal system指的是一种具有甜甜圈形状的结构，这在各种应用中具有重要意义，特别是在磁约束和流体动力学方面。toroidal system独特的几何形状使得高效地包容和操纵材料成为可能，使其成为现代科学和技术中的一个基本概念。toroidal system最显著的应用之一是在核聚变反应堆中，特别是在被称为托卡马克的设备中。这些反应堆利用toroidal system来约束等离子体，这是进行聚变反应所必需的超热物质状态。通过将磁场塑造为环状配置，科学家们可以创造出一个稳定的环境，在这里氢同位素可以碰撞并融合，潜在地产生巨量的能量。这一应用突显了toroidal systems在追求清洁和可持续能源来源中的重要性。除了核聚变，toroidal systems在流体动力学领域也很常见。例如，某些类型的泵和涡轮机设计成环状形状，以增强流动效率并减少湍流。toroidal system的流线型特性在运行过程中最小化了能量损失，使这些设备更加有效和可靠。工程师们常常利用环状几何原理来优化各种机械系统的性能。此外，toroidal systems还可以在日常技术中找到，例如用于电路的电感器和变压器。这些组件通常采用环状形状以改善其电感特性并减少电磁干扰。通过将线圈设计成toroidal system，工程师们可以在电源和信号处理应用中实现更好的性能。在数学中，toroidal systems的研究还扩展到拓扑学，其中对环状形状的性质进行了深入探讨。作为该领域的基础形状，环面在各种数学模型和理论中发挥着重要作用。理解toroidal system的特征可以为代数拓扑和微分几何等领域带来启示，展示了这一概念的跨学科相关性。总之，toroidal system是一种多功能且关键的结构，在众多科学和工程学科中发挥着重要作用。其独特的形状在从核聚变到流体动力学和电气工程的应用中提供了明显的优势。随着研究的不断推进，对toroidal systems的理解和利用可能会进一步扩大，为创新技术和复杂问题的解决铺平道路。这些系统的探索不仅增强了我们对物理现象的认识，还有助于可持续能源来源和高效工程实践的发展。