abcoulomb CGS

简明释义

1. 电磁制库伦; 2. 绝对库伦;

英英释义

例句

1.In the CGS system, the abcoulomb CGS is used to define the unit of electric charge.

在CGS系统中，abcoulomb CGS用于定义电荷的单位。

2.The capacitance of a capacitor can be measured in terms of abcoulomb CGS when using the CGS system.

当使用CGS系统时，电容器的电容可以用abcoulomb CGS来测量。

3.The abcoulomb CGS is particularly useful in theoretical physics and electrical engineering calculations.

abcoulomb CGS在理论物理和电气工程计算中尤其有用。

4.The charge of one electron is approximately equal to -1.6 × 10^-19 coulombs, which can also be expressed as a fraction of an abcoulomb CGS.

一个电子的电荷大约等于-1.6 × 10^-19库仑，这也可以用abcoulomb CGS的一部分来表示。

5.When calculating the force between two charges, you may need to convert to abcoulomb CGS for consistency.

在计算两个电荷之间的力时，您可能需要转换为abcoulomb CGS以保持一致性。

作文

The concept of abcoulomb CGS is essential in the field of electromagnetism, particularly when discussing electric charge. In the centimeter-gram-second (CGS) system of units, an abcoulomb CGS refers to a specific amount of electric charge. It is defined as the amount of charge that, when placed at a distance of one centimeter from another equal charge, will produce a force of one dyne between the two charges. This definition is crucial for understanding the interactions between charged particles and helps to explain various physical phenomena.In practical terms, the abcoulomb CGS is not commonly used in everyday applications, as the International System of Units (SI) is more prevalent. However, it serves as an important historical reference point in physics. The SI unit of electric charge is the coulomb, which is equivalent to 10^9 abcoulomb CGS. Understanding this conversion is vital for scientists and engineers who work with different unit systems.When studying electricity, one must grasp how charges interact. The fundamental principle is that like charges repel each other while opposite charges attract. This behavior can be quantified using Coulomb's Law, which states that the force between two point charges is directly proportional to the product of their charges and inversely proportional to the square of the distance between them. The abcoulomb CGS plays a role in this law, as it provides a basis for measuring charge in the CGS system.Moreover, the significance of the abcoulomb CGS extends beyond theoretical physics. In various scientific experiments and technological applications, accurate measurements of electric charge are crucial. For example, in particle physics, researchers often need to measure the charge of subatomic particles, and understanding the relationship between different unit systems, including abcoulomb CGS, is necessary for ensuring precise calculations.In summary, the abcoulomb CGS represents a fundamental concept in the study of electric charge within the CGS system. While it may not be widely used today, its historical importance and relevance in scientific calculations cannot be overlooked. As we continue to explore the intricacies of electromagnetism, the abcoulomb CGS remains a vital part of our understanding of how electric charges interact and influence the world around us.

在电磁学领域，abcoulomb CGS的概念是至关重要的，特别是在讨论电荷时。在厘米-克-秒（CGS）单位制中，abcoulomb CGS指的是特定数量的电荷。它被定义为当放置在与另一个相等电荷相距一厘米的距离时，会在两个电荷之间产生一个达因的力的电荷量。这一定义对于理解带电粒子之间的相互作用至关重要，并有助于解释各种物理现象。从实际角度来看，abcoulomb CGS并不常用于日常应用，因为国际单位制（SI）更为普遍。然而，它作为物理学中的一个重要历史参考点。电荷的SI单位是库仑，等于10^9 abcoulomb CGS。理解这一转换对于在不同单位制下工作的科学家和工程师至关重要。在研究电学时，必须掌握电荷之间的相互作用。基本原则是，相同电荷相互排斥，而相反电荷相互吸引。这种行为可以通过库仑定律进行量化，该定律指出，两点电荷之间的力与它们电荷的乘积成正比，与它们之间距离的平方成反比。abcoulomb CGS在该定律中起着重要作用，因为它为在CGS系统中测量电荷提供了基础。此外，abcoulomb CGS的重要性超出了理论物理学。在各种科学实验和技术应用中，准确测量电荷至关重要。例如，在粒子物理学中，研究人员经常需要测量亚原子粒子的电荷，因此理解不同单位制之间的关系，包括abcoulomb CGS，对于确保精确计算是必要的。总之，abcoulomb CGS代表了CGS系统中电荷研究的基本概念。尽管今天可能不广泛使用，但其历史重要性和在科学计算中的相关性不容忽视。在我们继续探索电磁学的复杂性时，abcoulomb CGS仍然是我们理解电荷如何相互作用并影响周围世界的重要组成部分。