Questions

Where are transformers used?

Where are transformers used?

Transformers are used in AC circuits to step up or step down voltage. In DC circuits, since the current is constant, induction cannot happen. Therefore, transformers are not used in DC circuits. An ac ammeter is used to measure current in a circuit.

Why are transformers important in modern life?

Whether it is to light up our homes or keep the refrigerator working, the modern world needs a continuous and safe flow of electricity into residential or commercial establishments. Additionally, power transformers isolate the electrical device from the main power supply, thus protecting them from any damage or risk.

What is a transformer explain the theory of a transformer?

An electrical device that can change the A.C. current is known as a transformer. Principle – A transformer works on the principle of mutual induction. Mutual induction is the phenomenon by which when the amount of magnetic flux linked with a coil changes, an E.M.F. is induced in the neighboring coil.

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What is a transformer quizlet?

Transformer. A device that changes the magnitude of voltage and current in an AC circuit.

What is meant by transformer action?

Transformer action is a phenomenon by which EMF(Electro-motive force) is induced in from one coil to the other coil by electro magnetic induction. When a certain AC voltage is applied to a coil, current, proportion to the applied voltage and inversely proportional to the impedance, flow through the coil.

What is the use of transformer in our daily life?

These transformers are very important in our daily lives because they modify the alternating current and transfer a stable amount of electricity to your device, which ensures its smooth performance and long working life.

Why transformers are the best?

To summarise, Transformers are better than all the other architectures because they totally avoid recursion, by processing sentences as a whole and by learning relationships between words thank’s to multi-head attention mechanisms and positional embeddings.