series resistance

简明释义

串联电阻

英英释义

例句

1.The total voltage drop across the circuit can be calculated by adding the individual voltages, taking into account the series resistance (串联电阻) of each component.

通过将每个组件的电压相加，可以计算出电路中的总电压降，同时考虑到每个组件的series resistance（串联电阻）.

2.The series resistance (串联电阻) in this configuration causes a significant loss of power.

在这种配置中，series resistance（串联电阻）导致了显著的功率损失.

3.When troubleshooting a circuit, measuring the series resistance (串联电阻) can help identify faulty components.

在排除电路故障时，测量series resistance（串联电阻）可以帮助识别故障组件.

4.To improve efficiency, we need to minimize the series resistance (串联电阻) in our design.

为了提高效率，我们需要在设计中最小化series resistance（串联电阻）.

5.In a simple resistor circuit, the series resistance (串联电阻) determines how much current flows through the circuit.

在简单的电阻电路中，series resistance（串联电阻）决定了电路中流过的电流量.

作文

In the study of electrical circuits, one of the fundamental concepts is that of resistance. When multiple resistors are connected in a circuit, they can be arranged in various configurations. One such configuration is known as series connection. In this arrangement, the total resistance of the circuit is the sum of the individual resistances. This combined resistance is referred to as series resistance (串联电阻). Understanding series resistance is crucial for anyone studying electronics or electrical engineering, as it affects how current flows through the circuit.When resistors are placed in series, the same amount of current flows through each resistor. This is because there is only one path for the current to take. The total voltage across the series of resistors is equal to the sum of the voltages across each resistor. Mathematically, this can be expressed as:V_total = V_1 + V_2 + ... + V_nWhere V_total is the total voltage, and V_1, V_2, ..., V_n are the voltages across each individual resistor. Consequently, the total resistance in the circuit can be calculated using Ohm's Law, which states that V = I * R, where V is voltage, I is current, and R is resistance.For instance, consider a simple circuit with three resistors connected in series: R1 = 2 ohms, R2 = 3 ohms, and R3 = 5 ohms. The total resistance, or series resistance (串联电阻), can be calculated as follows:R_total = R1 + R2 + R3 = 2 + 3 + 5 = 10 ohms.This means that the total resistance faced by the current in this circuit is 10 ohms. It is important to note that adding more resistors in series will always increase the total resistance. This principle is vital when designing circuits, as it allows engineers to control the amount of current flowing through different parts of the circuit.Furthermore, the concept of series resistance (串联电阻) has practical implications in various applications, from simple electronic devices to complex systems. For example, in a string of Christmas lights, if one bulb burns out, it can break the circuit and cause all the lights to go out. This occurs because the series connection means that the current must flow through each bulb in turn. If one bulb has an infinite resistance (or is removed), the total series resistance (串联电阻) becomes infinite, preventing current from flowing.In summary, understanding series resistance (串联电阻) is essential for grasping the behavior of electrical circuits. It highlights how resistors interact when arranged in series and how this affects overall circuit performance. Whether for academic purposes or practical applications, mastering the concept of series resistance (串联电阻) is a foundational skill in the field of electronics. As technology continues to advance, the importance of comprehending these basic principles will remain critical for future innovations in electrical engineering and related disciplines.

在电路的研究中，电阻是一个基本概念。当多个电阻器连接在电路中时，它们可以以各种配置排列。其中一种配置称为串联连接。在这种排列中，电路的总电阻是各个电阻的总和。这个组合电阻被称为series resistance（串联电阻）。理解series resistance对于任何学习电子或电气工程的人来说至关重要，因为它影响电流在电路中的流动。当电阻器串联放置时，相同数量的电流流过每个电阻。这是因为电流只有一条路径可供选择。串联电阻的总电压等于每个电阻上的电压之和。从数学上讲，这可以表示为：V_total = V_1 + V_2 + ... + V_n其中V_total是总电压，V_1、V_2、...、V_n是每个单独电阻上的电压。因此，可以使用欧姆定律计算电路中的总电阻，该定律指出V = I * R，其中V是电压，I是电流，R是电阻。例如，考虑一个简单的电路，其中三个电阻串联连接：R1 = 2欧姆，R2 = 3欧姆，R3 = 5欧姆。总电阻或series resistance（串联电阻）可以如下计算：R_total = R1 + R2 + R3 = 2 + 3 + 5 = 10欧姆。这意味着该电路中电流面临的总电阻为10欧姆。需要注意的是，串联增加更多电阻器将始终增加总电阻。这个原理在设计电路时至关重要，因为它使工程师能够控制电流在电路不同部分的流动。此外，series resistance（串联电阻）的概念在各种应用中具有实际意义，从简单的电子设备到复杂的系统。例如，在一串圣诞灯中，如果一个灯泡烧坏，它可能会断开电路并导致所有灯熄灭。这是因为串联连接意味着电流必须依次流过每个灯泡。如果一个灯泡的电阻为无穷大（或被移除），则总series resistance（串联电阻）变为无穷大，从而阻止电流流动。总之，理解series resistance（串联电阻）对于掌握电路行为至关重要。它强调了电阻器在串联排列时如何相互作用，以及这如何影响整体电路性能。无论是出于学术目的还是实际应用，掌握series resistance（串联电阻）的概念都是电子学领域的一项基础技能。随着技术的不断进步，理解这些基本原理的重要性将继续对未来电气工程和相关学科的创新产生关键影响。