In a purely capacitive AC circuit, how does the current behave in relation to the voltage?

In a purely capacitive AC circuit, how does the current behave in relation to the voltage?

• A. Current lags the voltage by 90 degrees
• B. Current leads the voltage by 90 degrees
• C. Current is in phase with voltage
• D. Current and voltage are out of phase

Answer: (B)

In a purely capacitive AC circuit, the behavior of current in relation to voltage is characterized by the current leading the voltage by 90 degrees. This phenomenon occurs due to the nature of capacitors, which store electrical energy in an electric field and release it according to the changes in voltage across their plates. When an AC voltage is applied to a capacitor, the voltage across the capacitor cannot change instantaneously due to its capacitance. Consequently, the current must respond to the changing voltage, resulting in a situation where the peak current occurs a quarter cycle (90 degrees) before the peak voltage. This leading characteristic highlights that as the voltage rises and falls in its sinusoidal cycle, the current reaches its maximum value ahead of the voltage. This 90-degree phase difference is vital in understanding how capacitive reactance influences the overall behavior of AC circuits, especially in the context of power factor and the efficiency of energy transfer. The understanding of this concept is crucial for engineers working with AC systems to design and troubleshoot electrical circuits effectively.

In a purely capacitive AC circuit, the behavior of current in relation to voltage is characterized by the current leading the voltage by 90 degrees. This phenomenon occurs due to the nature of capacitors, which store electrical energy in an electric field and release it according to the changes in voltage across their plates.

When an AC voltage is applied to a capacitor, the voltage across the capacitor cannot change instantaneously due to its capacitance. Consequently, the current must respond to the changing voltage, resulting in a situation where the peak current occurs a quarter cycle (90 degrees) before the peak voltage. This leading characteristic highlights that as the voltage rises and falls in its sinusoidal cycle, the current reaches its maximum value ahead of the voltage.

This 90-degree phase difference is vital in understanding how capacitive reactance influences the overall behavior of AC circuits, especially in the context of power factor and the efficiency of energy transfer. The understanding of this concept is crucial for engineers working with AC systems to design and troubleshoot electrical circuits effectively.