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The SI unit of inductance, the henry, can be written as
- a)weber/ampere
- b)volt-second/ampere
- c)joule/(ampere)2
- d)ohm-second
Correct answer is option 'A,B,C,D'. Can you explain this answer?
Verified Answer
The SI unit of inductance, the henry, can be written asa)weber/ampereb...
∴ L = R.t or henry = ohm-second.
Most Upvoted Answer
The SI unit of inductance, the henry, can be written asa)weber/ampereb...
The SI unit of inductance, the henry, can be expressed in multiple ways to provide a better understanding of its physical meaning. Let's break down the different representations of the henry:
- weber/ampere: The unit of inductance, the henry, is defined as the amount of inductance when the induced electromotive force is one volt in a circuit where the current is changing at a rate of one ampere per second. This can be written as weber/ampere, where weber is the unit of magnetic flux and ampere is the unit of current.
- volt-second/ampere: Another way to express the unit of inductance is volt-second/ampere. This representation highlights the relationship between the induced voltage (volt) and the rate of change of current (ampere/second) in an inductive circuit.
- joule/(ampere)^2: The unit of inductance can also be written as joule/(ampere)^2. This form emphasizes the energy stored in the magnetic field (joule) per square of current (ampere) in an inductive component.
- ohm-second: Inductance can also be represented as ohm-second, which reflects the opposition to the change in current flow in an inductive circuit. This is analogous to the resistance (ohm) in a resistive circuit, but in the case of inductance, it is a time-dependent quantity.
By understanding the various ways in which the unit of inductance, the henry, can be expressed, we can appreciate its significance in the behavior of inductive components in electrical circuits.
- weber/ampere: The unit of inductance, the henry, is defined as the amount of inductance when the induced electromotive force is one volt in a circuit where the current is changing at a rate of one ampere per second. This can be written as weber/ampere, where weber is the unit of magnetic flux and ampere is the unit of current.
- volt-second/ampere: Another way to express the unit of inductance is volt-second/ampere. This representation highlights the relationship between the induced voltage (volt) and the rate of change of current (ampere/second) in an inductive circuit.
- joule/(ampere)^2: The unit of inductance can also be written as joule/(ampere)^2. This form emphasizes the energy stored in the magnetic field (joule) per square of current (ampere) in an inductive component.
- ohm-second: Inductance can also be represented as ohm-second, which reflects the opposition to the change in current flow in an inductive circuit. This is analogous to the resistance (ohm) in a resistive circuit, but in the case of inductance, it is a time-dependent quantity.
By understanding the various ways in which the unit of inductance, the henry, can be expressed, we can appreciate its significance in the behavior of inductive components in electrical circuits.
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The SI unit of inductance, the henry, can be written asa)weber/ampereb)volt-second/amperec)joule/(ampere)2d)ohm-secondCorrect answer is option 'A,B,C,D'. Can you explain this answer?
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