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In inductance there is opposition to the growth of current, it is due to
  • a)
    Self induced e.m.f
  • b)
    Due to obstruction to the path of charges
  • c)
    Inductance block the flow of current
  • d)
    Both a and b
Correct answer is option 'A'. Can you explain this answer?
Verified Answer
In inductance there is opposition to the growth of current, it is due ...
Inductors and chokes are basically coils or loops of wire that are either wound around a hollow tube former (air cored) or wound around some ferromagnetic material (iron cored) to increase their inductive value called inductance.

Inductors store their energy in the form of a magnetic field that is created when a voltage is applied across the terminals of an inductor. The growth of the current flowing through the inductor is not instant but is determined by the inductors own self-induced or back emf value. Then for an inductor coil, this back emf voltage VL is proportional to the rate of change of the current flowing through it.

This current will continue to rise until it reaches its maximum steady state condition which is around five time constants when this self-induced back emf has decayed to zero. At this point a steady state current is flowing through the coil, no more back emf is induced to oppose the current flow and therefore, the coil acts more like a short circuit allowing maximum current to flow through it.

However, in an alternating current circuit which contains an AC Inductance, the flow of current through an inductor behaves very differently to that of a steady state DC voltage. Now in an AC circuit, the opposition to the current flowing through the coils windings not only depends upon the inductance of the coil but also the frequency of the applied voltage waveform as it varies from its positive to negative values.
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In inductance there is opposition to the growth of current, it is due ...
Introduction:
Inductance refers to the property of a circuit element (typically a coil) that opposes changes in current flowing through it. It is measured in henries (H) and is denoted by the symbol L. When the current through an inductor changes, it induces a voltage across its terminals in the opposite direction, which opposes the change in current. This opposition to the growth of current is known as self-induced electromotive force (emf).

Explanation:
The opposition to the growth of current in inductance is primarily due to self-induced electromotive force (emf). This can be explained by Faraday's law of electromagnetic induction, which states that a change in the magnetic field through a coil of wire induces an emf across the coil. When the current through an inductor changes, it creates a changing magnetic field around the inductor. According to Faraday's law, this changing magnetic field induces an emf across the inductor in the opposite direction to the change in current.

Self-induced electromotive force (emf):
The self-induced emf opposes the growth of current by creating a voltage that counteracts the applied voltage or potential difference across the inductor. This is known as the back emf. The self-induced emf is directly proportional to the rate of change of current and the inductance of the coil. Mathematically, it can be expressed as:

\(\varepsilon = -L \frac{{di}}{{dt}}\)

where:
ε is the self-induced emf,
L is the inductance of the coil, and
\(\frac{{di}}{{dt}}\) is the rate of change of current.

Thus, the self-induced emf acts as an opposition to the growth of current in the circuit.

Obstruction to the path of charges:
While obstruction to the path of charges can also hinder the flow of current, it is not the primary reason for the opposition to the growth of current in inductance. The obstruction to the path of charges is typically associated with resistance, which is a separate property of a circuit element. In an inductor, the primary opposition to the growth of current is due to the self-induced emf, rather than obstruction to the path of charges.

Conclusion:
In conclusion, the opposition to the growth of current in inductance is primarily due to the self-induced electromotive force (emf). This self-induced emf, which is induced by the changing magnetic field created by the changing current, creates a voltage that counteracts the applied voltage and hinders the growth of current. Obstruction to the path of charges can also hinder the flow of current, but it is not the primary reason for the opposition to the growth of current in inductance.
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Read the following text and answer the following questions on the basis of the same: TOROIDA toroid is a coil of insulated or enamelled wire wound on a donut-shaped form made of powdered iron. A toroid is used as an inductor in electronic circuits, especially at low frequencies where comparatively large inductances are necessary. A toroid has more inductance , for a given number of turns, than a solenoid with a core of the same material and similar size. This makes it possible to construct high-inductance coils of reasonable physical size and mass. Toroidal coils of a given inductance can carry more current than solenoidal coils of similar size, because larger-diameter wires can be used, and the total amount of wire is less, reducing the resistance . In a toroid, all the magnetic flux is contained in the core material. This is because the core has no ends from which flux might leak off. The confinement of the flux prevents external magnetic fields from affecting the behaviour of the toroid, and also prevents the magnetic field in the toroid from affecting other components in a circuit. Standard toroidal transformers typically offer a 95% efficiency, while standard laminated transformers typically offer less than a 90% rating. One of the most important differences between a toroidal transformer and a traditional laminated transformer is the absence of gaps. The leakage flux through the gaps contributes to the stray losses in the form of eddy currents (which is also expelled in the form of heat). A toroidal core doesn’t have an air gap. The core is tightly wound . The result is a stable, predictable toroidal core, free from discontinuities and holes. Audible vibration or hum in transformers is caused by vibration of the windings and core layers from the forces between the coil turns and core laminations. The toroidal transformer’s construction helps quiet this noise. In audio, or signal transmitting applications, unwarranted noise will affect sound quality, so a transformer with low audible vibration is ideal. For this reason, many sound system engineers prefer to use a toroidal transformer instead of a traditional laminated transformer.Why inductance of solenoid is more than the inductance of a solenoid having same number of turns, core of same material and similar size?

In inductance there is opposition to the growth of current, it is due toa)Self induced e.m.fb)Due to obstruction to the path of chargesc)Inductance block the flow of currentd)Both a and bCorrect answer is option 'A'. Can you explain this answer?
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