resultant voltage

简明释义

合成电压

英英释义

例句

1.The resultant voltage across the load was measured at 5 volts.

负载上的结果电压测量为5伏。

2.To find the resultant voltage, we need to add the voltages from each parallel branch.

要找到结果电压，我们需要将每个并联支路的电压相加。

3.By using Kirchhoff's laws, we can calculate the resultant voltage in the circuit.

通过使用基尔霍夫定律，我们可以计算电路中的结果电压。

4.The circuit showed a resultant voltage of 12 volts after combining the two power sources.

在组合两个电源后，电路显示出12伏的结果电压。

5.The resultant voltage can be affected by the phase difference between AC sources.

AC电源之间的相位差会影响结果电压。

作文

In the field of electrical engineering, understanding the concept of resultant voltage is crucial for analyzing circuits and ensuring their proper functionality. The term resultant voltage refers to the total voltage that results from the combination of multiple voltages in a circuit. This can be particularly important in both series and parallel circuits, where different voltage sources may interact with one another. To better understand resultant voltage, let’s consider a simple series circuit consisting of two batteries. If one battery has a voltage of 5 volts and the other has a voltage of 3 volts, the resultant voltage across the circuit would be the sum of these two voltages. Therefore, the resultant voltage would be 5 volts + 3 volts = 8 volts. This is because in a series circuit, the voltages add up due to the same current flowing through each component. On the other hand, in a parallel circuit, the scenario is slightly different. In a parallel configuration, the voltage across each branch remains the same. For instance, if two branches are connected to a single voltage source of 12 volts, regardless of the resistance in each branch, the resultant voltage across the entire parallel circuit remains 12 volts. This illustrates that while the current may divide among the branches, the voltage does not change, which is a fundamental principle of parallel circuits. The concept of resultant voltage also plays a significant role when dealing with alternating currents (AC). In AC circuits, voltages can be out of phase with each other, meaning they do not reach their maximum values at the same time. To find the resultant voltage in such cases, engineers often use vector addition, where each voltage is represented as a vector in the complex plane. The resultant voltage can then be calculated using the Pythagorean theorem if the voltages are perpendicular or using trigonometric functions if they are at an angle. This method allows for accurate calculations even when the voltages interact in more complex ways.Understanding how to calculate and utilize resultant voltage is essential for engineers and technicians alike. It helps them design circuits that function correctly and safely, ensuring that devices operate within their specified voltage ranges. Failure to account for resultant voltage can lead to circuit failures, equipment damage, or safety hazards. In conclusion, the concept of resultant voltage is a fundamental aspect of electrical engineering that is vital for anyone working in the field. Whether in series or parallel circuits, knowing how to determine the resultant voltage allows for effective circuit analysis and design. As technology continues to advance, a solid grasp of these principles will remain integral to developing efficient and safe electrical systems.

在电气工程领域，理解结果电压的概念对于分析电路和确保其正常功能至关重要。术语结果电压是指电路中多个电压组合所产生的总电压。这在串联和并联电路中特别重要，因为不同的电压源可能会相互作用。为了更好地理解结果电压，我们考虑一个简单的串联电路，由两个电池组成。如果一个电池的电压为5伏特，另一个电池的电压为3伏特，则电路中的结果电压将是这两个电压的总和。因此，结果电压将为5伏特+3伏特=8伏特。这是因为在串联电路中，由于相同的电流流过每个组件，电压会相加。另一方面，在并联电路中，情况稍有不同。在并联配置中，每个支路的电压保持不变。例如，如果两个支路连接到一个12伏特的单一电压源，无论每个支路中的电阻如何，整个并联电路的结果电压仍然保持在12伏特。这表明，虽然电流可能在支路之间分配，但电压并不会改变，这是并联电路的基本原理。结果电压的概念在处理交流电（AC）时也发挥着重要作用。在交流电路中，电压可能彼此不同步，这意味着它们不会同时达到最大值。要找到这种情况下的结果电压，工程师通常使用矢量相加的方法，其中每个电压在复平面上表示为一个矢量。如果电压是垂直的，则可以使用毕达哥拉斯定理计算结果电压，如果它们成角度，则可以使用三角函数。这种方法允许即使在电压以更复杂的方式相互作用时，也能进行准确的计算。理解如何计算和利用结果电压对于工程师和技术人员来说都是至关重要的。这帮助他们设计正确、安全的电路，确保设备在其规定的电压范围内运行。未能考虑结果电压可能导致电路故障、设备损坏或安全隐患。总之，结果电压的概念是电气工程的基本方面，对于任何在该领域工作的人来说都是至关重要的。无论是在串联还是并联电路中，了解如何确定结果电压都有助于有效的电路分析和设计。随着技术的不断进步，对这些原则的扎实掌握将继续对开发高效和安全的电气系统至关重要。