spherical condenser

简明释义

球形电容器

英英释义

例句

1.The spherical condenser 球形冷凝器 can be used in various applications, including chemical processing and refrigeration.

该球形冷凝器可用于多种应用，包括化学加工和制冷。

2.The efficiency of the spherical condenser 球形冷凝器 was improved by optimizing its surface area.

通过优化表面积，提高了球形冷凝器的效率。

3.We replaced the old model with a new spherical condenser 球形冷凝器 that offers better thermal efficiency.

我们用新的球形冷凝器替换了旧型号，提供更好的热效率。

4.In our laboratory, we used a spherical condenser 球形冷凝器 to facilitate the condensation process during distillation.

在我们的实验室中，我们使用球形冷凝器来促进蒸馏过程中的冷凝。

5.The spherical condenser 球形冷凝器 design allows for uniform heat distribution, which is crucial for effective cooling.

该球形冷凝器设计允许均匀的热分布，这对于有效冷却至关重要。

作文

In the realm of physics and electrical engineering, various components play a crucial role in the functioning of devices. One such component is the spherical condenser, which is also known as a spherical capacitor. This device is essential for storing electrical energy in an electric field. The design of the spherical condenser allows it to have a uniform electric field, making it an efficient option for various applications. The basic principle behind a spherical condenser involves two conductive spheres, one inside the other. The outer sphere is typically grounded, while the inner sphere carries a charge. The space between these two spheres is filled with a dielectric material, which increases the condenser's capacitance by allowing it to store more charge for a given voltage. This configuration leads to a higher efficiency in energy storage compared to other shapes of capacitors.Understanding the workings of a spherical condenser is vital for anyone interested in electronics or electrical engineering. The formula for the capacitance of a spherical condenser is given by C = 4πε₀(R₁R₂)/(R₂ - R₁), where R₁ and R₂ are the radii of the inner and outer spheres, respectively, and ε₀ is the permittivity of free space. This equation highlights how the size and distance between the spheres affect the overall capacitance, demonstrating the importance of design in electrical components.One of the significant advantages of using a spherical condenser is its ability to minimize electric field distortion. In many applications, especially in high-voltage systems, it is critical to maintain a stable electric field to prevent breakdowns or failures. The spherical shape helps achieve this by distributing the electric field evenly across the surface, reducing the risk of localized stress that could lead to arcing or other failures.Moreover, spherical condensers can be found in various applications, ranging from power supply systems to radio frequency circuits. They are often used in tuning circuits, where precise capacitance values are necessary to achieve desired frequencies. The compact nature of the spherical condenser also makes it suitable for applications where space is limited, such as in portable electronic devices.In conclusion, the spherical condenser is a fascinating and essential component in the field of electronics. Its unique design and properties allow for efficient energy storage and stable electric fields, making it invaluable in many technological applications. Understanding how a spherical condenser works not only enhances our knowledge of electrical engineering but also opens the door to innovations in device design and functionality. As technology continues to evolve, the role of such components will undoubtedly become even more critical in developing advanced electronic systems.

在物理和电气工程的领域中，各种组件在设备的功能中发挥着至关重要的作用。其中一个组件是球形电容器，也被称为球形电容器。该设备对于在电场中存储电能至关重要。球形电容器的设计使其具有均匀的电场，使其成为各种应用中的高效选择。球形电容器的基本原理涉及两个导电球体，一个在另一个内部。外部球体通常接地，而内部球体带有电荷。这两个球体之间的空间填充了介电材料，这通过允许其在给定电压下存储更多电荷来增加电容器的电容。这种配置使得与其他形状的电容器相比，能量存储效率更高。理解球形电容器的工作原理对于任何对电子学或电气工程感兴趣的人来说都是至关重要的。球形电容器的电容公式为C = 4πε₀(R₁R₂)/(R₂ - R₁)，其中R₁和R₂分别是内外球体的半径，ε₀是自由空间的介电常数。这个方程突出了球体的大小和球体之间的距离如何影响整体电容，展示了设计在电气组件中的重要性。使用球形电容器的一个显著优点是它能够最小化电场失真。在许多应用中，尤其是在高压系统中，保持稳定的电场以防止故障或失效至关重要。球形形状通过在表面均匀分布电场来帮助实现这一目标，从而减少局部应力的风险，这可能导致电弧或其他故障。此外，球形电容器可以在各种应用中找到，从电源系统到射频电路。它们通常用于调谐电路，在这些电路中，需要精确的电容值以实现所需的频率。球形电容器的紧凑特性也使其适合在空间有限的应用中，例如便携式电子设备。总之，球形电容器是电子领域中一个迷人且至关重要的组件。其独特的设计和特性使其能够有效存储能量并保持稳定的电场，使其在许多技术应用中不可或缺。理解球形电容器的工作原理不仅增强了我们对电气工程的知识，而且为设备设计和功能的创新打开了大门。随着技术的不断发展，这类组件的作用无疑将在开发先进电子系统中变得更加重要。