Excitation current & primary current in transformer

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SUMMARY

The discussion clarifies that the excitation current in a transformer is a small fraction of the primary current, essential for generating the magnetic flux in the core. It emphasizes that when the secondary winding is open-circuited, the primary winding behaves like an inductor, drawing current due to the applied AC voltage. The equivalent circuit accounts for losses during magnetism reversal and wire resistance, providing an approximate model that is sufficiently accurate for practical applications. The relationship between primary and secondary currents is critical, as the difference between their products (N1*I1 and N2*I2) is what sustains the magnetic flux.

PREREQUISITES
  • Understanding of transformer equivalent circuits
  • Knowledge of AC voltage behavior in inductors
  • Familiarity with magnetic flux concepts
  • Basic principles of electrical resistance and losses
NEXT STEPS
  • Study transformer equivalent circuit models in detail
  • Learn about the effects of open-circuit conditions on transformer behavior
  • Explore the relationship between primary and secondary currents in transformers
  • Investigate the impact of core losses on transformer efficiency
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Electrical engineers, students studying power systems, and professionals involved in transformer design and analysis will benefit from this discussion.

CheyenneXia
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Transformer equivalent circuit shows that excitation current is just a tiny friction of the primary current. I always thought the pricinple of transformer was like this: voltage on the primary winding generates the current there, then flux in the core, then voltage on the secondary winding and current.

But obviously excitation current is not the same as the primary current and only the tiny part of primary current could generate the flux in the core. But I couldn't understand. Why can't the whole primary current generate the flux on the core since the whole winding is there?

Anyone can help me with this like I just got two candies from Santa in my company :)
 
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Ideally, with no secondary load there would be zero primary current. But nothing is perfect. With the secondary winding open-circuited, you have basically a magnetic core with many turns of the primary winding. This is an inductor, and you know what happens when you connect an inductor across an ac voltage—it draws some current. The resistance in the equivalent circuit is there to account for losses associated with each reversal of magnetism in the core, together with a little due to the wire's series resistance. The usual equivalent circuit is only approximate, but so long as it gets us to within a few percent of the exact answer, it is considered good enough.
http://img803.imageshack.us/img803/4666/holly1756.gif
 
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The secondary's current also creates a flux, or in fact, reduces the flux, because the flux creates this current.
When a current flow in the secondary, the current in the primary has to increase to keep the flux, hence keep the primary voltage. Only the difference between N1*I1 and N2*I2 creates the flux, and in a well-designed and properly used transformer, this difference is tiny.
 

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