series arrangement

简明释义

串联

英英释义

例句

1.The series arrangement 串联排列 of events led to a predictable outcome in the project.

事件的串联排列 series arrangement 导致了项目的可预测结果。

2.In this experiment, we will use a series arrangement 串联排列 of resistors to measure the total resistance.

在这个实验中，我们将使用一组串联排列 series arrangement 的电阻器来测量总电阻。

3.In a circuit, the components are connected in a series arrangement 串联排列 to ensure the same current flows through each one.

在电路中，组件以串联排列 series arrangement 连接，以确保相同的电流流经每一个组件。

4.The series arrangement 串联排列 of books on the shelf makes it easy to find the titles you need.

书架上书籍的串联排列 series arrangement 使得找到需要的书名变得简单。

5.We decided on a series arrangement 串联排列 of activities for the workshop to keep participants engaged.

我们决定为研讨会安排一系列的串联排列 series arrangement 活动，以保持参与者的参与感。

作文

In the world of electronics and engineering, a series arrangement refers to a configuration where components are connected one after another in a single path. This type of arrangement is fundamental in understanding how electrical circuits operate. When components such as resistors, capacitors, or batteries are placed in a series arrangement, the same current flows through each component. This means that the total resistance in the circuit is the sum of the individual resistances. For example, if three resistors of 2 ohms, 3 ohms, and 5 ohms are connected in a series arrangement, the total resistance would be 10 ohms. One of the key characteristics of a series arrangement is that if one component fails or is disconnected, the entire circuit is interrupted. This can be both an advantage and a disadvantage. On one hand, it simplifies the design and analysis of circuits, making it easier to predict how the circuit will behave. On the other hand, it also means that the failure of a single component can lead to the failure of the entire system. In practical applications, series arrangements are commonly used in devices such as string lights, where each bulb is connected in series. If one bulb burns out, the entire string may go dark. This phenomenon illustrates the critical nature of maintaining each component in a series arrangement. However, in some cases, this can be mitigated by using parallel arrangements or incorporating bypass mechanisms. Another important aspect of series arrangements is their impact on voltage distribution. In a series arrangement, the total voltage supplied by the source is divided among the components. Using the earlier example of three resistors, if a 12-volt battery is connected to the circuit, each resistor will drop a portion of the voltage based on its resistance. The voltage drop across each resistor can be calculated using Ohm's Law, which states that voltage equals current times resistance. Therefore, if the same current flows through each resistor, the voltage drop across each can be determined proportionally. Understanding series arrangements is crucial for students and professionals in fields related to physics and engineering. It forms the basis for more complex concepts, such as Kirchhoff's laws, which describe the conservation of charge and energy in electrical circuits. By mastering the principles of series arrangements, individuals can better analyze and design circuits for various applications, from simple household devices to intricate industrial systems. In conclusion, a series arrangement is a vital concept in electronics that involves connecting components in a single pathway. Its implications for current flow, voltage distribution, and circuit reliability are significant. As technology continues to advance, the understanding of series arrangements will remain essential for anyone involved in the design and implementation of electrical systems.

在电子和工程的世界中，串联排列是指组件一个接一个地连接在单一路径中的配置。这种排列方式对于理解电路的工作原理至关重要。当电阻器、电容器或电池等组件以串联排列的方式连接时，相同的电流会流过每个组件。这意味着电路中的总电阻是各个电阻之和。例如，如果三个电阻分别为2欧姆、3欧姆和5欧姆，并且以串联排列连接，则总电阻将为10欧姆。串联排列的一个关键特征是，如果一个组件发生故障或断开，整个电路就会中断。这既可以是优点，也可以是缺点。一方面，它简化了电路的设计和分析，使预测电路行为变得更容易。另一方面，这也意味着单个组件的故障可能导致整个系统的失败。在实际应用中，串联排列通常用于诸如串灯等设备，其中每个灯泡都是串联连接的。如果一个灯泡烧坏，整个串灯可能会熄灭。这一现象说明了维护串联排列中每个组件的重要性。然而，在某些情况下，可以通过使用并联排列或加入旁路机制来减轻这一影响。串联排列的另一个重要方面是它对电压分配的影响。在串联排列中，电源提供的总电压在组件之间分配。使用前面提到的三个电阻的例子，如果将一个12伏特的电池连接到电路，每个电阻将根据其电阻值降下部分电压。每个电阻的电压降可以使用欧姆定律进行计算，该定律指出电压等于电流乘以电阻。因此，如果相同的电流流过每个电阻，则可以按比例确定每个电阻的电压降。理解串联排列对于物理和工程相关领域的学生和专业人士至关重要。它构成了更复杂概念的基础，例如基尔霍夫定律，该定律描述了电路中电荷和能量的守恒。通过掌握串联排列的原理，个人可以更好地分析和设计各种应用的电路，从简单的家用设备到复杂的工业系统。总之，串联排列是电子学中的一个重要概念，涉及以单一路径连接组件。它对电流流动、电压分配和电路可靠性的影响是显著的。随着技术的不断进步，对串联排列的理解将继续对任何参与电气系统设计和实施的人至关重要。