How Transformers Work | Understanding Voltage & Current

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    Transformers Work
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Discussion Overview

The discussion centers around the functioning of transformers, specifically addressing the relationship between induced current and voltage, as well as the implications of turns ratio in primary and secondary coils. Participants explore concepts related to applied versus induced voltage, current flow, and the conservation of energy within the context of transformers.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested
  • Conceptual clarification

Main Points Raised

  • Some participants question whether an increase in applied voltage leads to a decrease in induced current, suggesting that a higher number of loops in the primary coil affects the induced voltage and current.
  • Others argue that the turns ratio between primary and secondary coils can vary, leading to different outcomes in voltage and current, and that the current in the secondary does not necessarily have to be smaller.
  • A participant mentions that to double the transmitted power, one could either double the current or the number of windings, which implies a need for higher voltage.
  • There is a discussion about the role of resistance and impedance, with some stating that resistance does not directly affect transformer operation, while others note that impedance is relevant in the context of the circuit connected to the transformer.
  • One participant emphasizes the law of conservation of energy, stating that if voltage increases, current must decrease, as energy cannot be created or destroyed.
  • Another participant clarifies that in a step-down transformer, the secondary current will be higher than the primary current due to fewer turns and lower voltage.

Areas of Agreement / Disagreement

Participants express differing views on the relationship between voltage and current in transformers, particularly regarding the implications of turns ratio and the effects of applied versus induced voltage. The discussion remains unresolved with multiple competing perspectives presented.

Contextual Notes

Participants highlight the importance of distinguishing between applied voltage and induced voltage, as well as the influence of circuit characteristics on current flow. The discussion reflects various assumptions about the operation of transformers and the conditions under which different behaviors may be observed.

Violagirl
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Hi,

I'm trying to comprehend the idea of why the induced current of a transformer decreases as voltage increases. Is this in terms of an increased applied voltage? I know that if you have a high applied voltage through the primary coil, if it has a high number of loops, this will cause for a decreased induced voltage and thus, a decreased induced current? I know that the secondary coil will have a lower number of loops and that ε1 = ε2, which is equivalent for power and that say that p1 = p2 = I1ε1 = I2ε2. Is my understanding on this correct or am I missing something?
 
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Violagirl said:
Hi,

I'm trying to comprehend the idea of why the induced current of a transformer decreases as voltage increases. Is this in terms of an increased applied voltage? I know that if you have a high applied voltage through the primary coil, if it has a high number of loops, this will cause for a decreased induced voltage and thus, a decreased induced current? I know that the secondary coil will have a lower number of loops and that ε1 = ε2, which is equivalent for power and that say that p1 = p2 = I1ε1 = I2ε2. Is my understanding on this correct or am I missing something?

This recent thread in the EE forum may be of help:

https://www.physicsforums.com/showthread.php?t=719852

:smile:
 
I think this is easier to see on the primary coil: for a given coil (and a given frequency), you want to double the transmitted power. Therefore, you have to double the magnetic flux in the coil. There are two ways to do this:
- double the current
- double the number of windings. But as the voltage per winding stays the same, you need twice the voltage

As you can see, just the product I*U matters.

The same analysis works for the secondary coil as well.

if it has a high number of loops, this will cause for a decreased induced voltage and thus, a decreased induced current?
Right. With more windings, the same current leads to a larger voltage, so you can get less current out of it (as the input magnetic field is fixed by the primary coil).
 
not necessarily.
First of all the primary/secondary can have any turns ratio it depends only on the application and some physical limits nothing more.
There are 1:1 isolation transformers , step up transformers and step down ,
Now I can have a say primary 230v ac wall socket winding and I can make the secondary say some 3000 volts , that would be a step up transformer the secondary would have mopre turns than the primary.
Now the current in tat secondary doesn't have to be smaller or limited it is usually smaller only because the input , or the primary source has a limited current capability and if you have a say 230v 10amps and you want 3000 volts you can't have 10 amps anymore as energy doesn't just show up from nowhere it has to be conserved so you can't have more than the primary and if the primary has x volts and y amps then the secondary having x2 volts can't have y amps anymore , for something to increase something has to decrease in a situation where the source is limited.

But if you could supply enough current you could increase the voltage on the secondary and keep the current the same.

Oh I came too late some good answers have already been given, well anyways :)
 
Thank you all for your response! On the thread link that was posted, someone wrote this:


"Get your 'causes and effects' in the right order and it may make better sense.
1. You apply your supply volts to the primary. 2. This causes a secondary voltage (transformer ratio). 3. That secondary voltage will cause a certain current to flow through the load (I = V/R).
4. That secondary current will result in a primary current (transformer ratio again).

So the turns ratio doesn't 'cause' a lower or higher current in the load."


I tried asking my professor if resistance would have anything to do with an overall decrease in induced current and he mentioned transformers don't correlate to resistance for a decreased induced current with an increased voltage (although applied vs induced voltages were not distinguished). From the perspective of Ohm's Law, does not resistance not apply to how a transformer works? It's more based upon the number of loops?
 
Resistances do not matter for the transformer itself. Resistances somewhere can influence the whole network, of course (like the power transferred in the transformer).
 
resistance does come into account ofcourse when you have a circuit or a path for that secondary current to go , but impedance would be the right word for a transformer winding as it has to do with more than just typical resistance like in a dc resistor.

The total current of a secondary winding is dependent of the circuit it is attached to ofcourse.

In simple terms the secondary winding current is defined by the turns and wire diameter as the wire serves as the current carrying medium.

http://en.wikipedia.org/wiki/Electrical_impedance
 
Its all about the law of conservation of energy - energy cannot be created nor destroyed- thus if voltage increases current MUST decrease - if this did not happen it would certainly solve our energy issues because we could just snap our fingers and CREATE energy which according to the laws of physics CANNOT happen.
 
Thank you all again for your responses! I feel like I better understand how transformers and the concept of voltage increase, current decrease. I realize too that there are two different types of voltage present: applied voltage and voltage induced. So it could also be thought of as if there is a greater amount of voltage applied, then the amount of voltage induced will decrease with the number of loops present in the coil and thus will be proportional to a decrease in induced current.
 
  • #10
not exactly , you said:
" then the amount of voltage induced will decrease with the number of loops present in the coil and thus will be proportional to a decrease in induced current. " "

if the turns in the secondary are lower than that of the primary then you have a step down transformer , in such case the current in secondary will be higher than that of the primary because you have fewer turns and less voltage so current goes up.The only thing limiting this would be the wire thickness you would have for the secondary.
 

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