rahul.6sept said:Dear all,
I would like to know how exactly the inductance varies with change in applied voltage with respect to time and if there is any mathematical relation for the same available.
Regards,
rc
rahul.6sept said:2) Also would like to know regarding the reply of berkeman ... what actually happens when applied current exceeds the saturation current of the inductor.
The voltage-inductance relationship refers to the relationship between the voltage applied to a circuit and the resulting inductance in that circuit. Inductance is a property of a circuit that resists changes in current, and it is affected by the voltage applied to the circuit.
Voltage and inductance are directly related. This means that as the voltage applied to a circuit increases, the inductance in that circuit also increases. Similarly, as the voltage decreases, the inductance decreases as well.
The voltage-inductance relationship can be described using the equation V = L di/dt, where V is the voltage, L is the inductance, and di/dt is the rate of change of current over time. This equation is known as Faraday's law of induction.
The voltage-inductance relationship can be investigated by conducting experiments in a controlled circuit. By varying the voltage and measuring the resulting inductance, the relationship between the two can be observed and analyzed. This can also be done using mathematical models and simulations.
Understanding the voltage-inductance relationship is important because it is a fundamental concept in electrical engineering and is used in the design and analysis of many electronic devices and systems. It also plays a crucial role in the functioning of motors, generators, and transformers, which are essential components in various industries.