Name that transient which is produced when a circuit, which is originally dead, is energized.
Initiation transient
When an electrical circuit experiences a sudden change, such as being connected to a power source or having a switch opened or closed, the circuit's behavior doesn't instantly settle into a steady state. Instead, there's a temporary period during which currents and voltages adjust. This temporary period is called a transient state, and the currents and voltages during this time are called transient currents and transient voltages.
The question asks about a specific type of transient that occurs when a circuit, which was initially "dead" (meaning it had no power and was in a zero-energy state), is connected to an energy source (energized). This is a fundamental scenario in circuit analysis.
Let's consider the options:
When a circuit is energized from a dead state, energy storage elements like inductors and capacitors must build up or change their energy levels from zero. This process takes time and causes temporary variations in current and voltage that differ from the final steady-state values. This initial adjustment phase is distinct and is specifically known as the initiation transient.
Therefore, the transient produced when a circuit, which is originally dead, is energized is called the initiation transient.
Consider the following statements regarding circuit elements:
1. The voltage across a capacitor cannot change instantaneously.
2. The current through an inductor cannot change instantaneously.
3. The current through a capacitor is always a continuous function.
4. The voltage across an inductor is always a continuous function.
Which of these statements are correct?
At t = 0+ an inductor with zero initial condition acts as a/an
During discharging of a capacitor of C = 100 µF through a resistance of 1 KΩ applied with 50 V, the voltage at the time of the it's time constant is
What is the value of current at t = 5T instant in an RC network fed with voltage V where T is time constant?
In which of the following circuits, The transient currents may not occur?