High voltage but low current how?

AI Thread Summary
High voltage and low current can coexist due to the principles of transformers, which do not generate power but transform it between different voltage and current levels while maintaining constant power. The relationship between voltage, current, and power is governed by the equation P = I x V, indicating that if power remains constant, current is inversely proportional to voltage. This does not contradict Ohm's Law, as the actual current produced by a transformer depends on the load connected to it. The output current is determined by the voltage across the load and its resistance, while the transformer's design dictates the voltage and current characteristics. Understanding these principles clarifies how transformers operate without violating energy conservation.
stark8
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high voltage but low current...how??

we know that the potential difference between two points is the driving force for current , so in this sense more the potential difference or voltage between two points more is the current...

but a transformer produces either very high voltage but low current OR very low voltage but high currents, doesn't this go against the initial theory of how current is produced...?? i.e more the voltage stronger the current.

the expression P = I x V says that if the power is kept constant I is inversely proportional to V...but this contradicts the ohm's law that V= I x R

i've never been able to grasp this concept any help is appreciated...thank you.
 
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Transformers don't PRODUCE anything at all, they just transform electricity from one set of conditions to another, and they have physical limits on how much power they can transfer [that is, any given physical transformer does --- ideal ones can do anything]

Transformers do NOT necessarily output low voltage / high current or low current / high voltage, but because they are limited in the power they can output, and because of the characteristics of the winding, this is often the case.

You are confusing POTENTIAL current for a given voltage with actual current produced by a transformer. If a transformer input is 120 volts and for a given load on the transformer, let's say this particular transformer it draws 3 amps and the output is, say 60 volts, then the POSSIBLE current on the output is 6 amps (assuming no loss for the sake of simplicity) Thus power in = 360 watts , power out = 360 watts. Where's the problem?
 


stark, think of a cell phone charger. The plug that goes into the wall socket is a transformer. It switches AC to DC power. It does not alter the power. It enables the cellphone for instance to draw a charge at its specified voltage and current.
 


stark8 said:
we know that the potential difference between two points is the driving force for current , so in this sense more the potential difference or voltage between two points more is the current...

but a transformer produces either very high voltage but low current OR very low voltage but high currents, doesn't this go against the initial theory of how current is produced...?? i.e more the voltage stronger the current.

the expression P = I x V says that if the power is kept constant I is inversely proportional to V...but this contradicts the ohm's law that V= I x R

i've never been able to grasp this concept any help is appreciated...thank you.

Follow this step by step ---
All the transformer does is to change the Voltage (up or down, according to the ratio of the numbers of turns in the primary and the secondary). It is the voltage across the secondary (output winding) that is applied to the load. The current that flows int the load depends upon the secondary volts:
Isecondary = Vsecondary/ Rload

Now, this current, that flows in the secondary, produces a varying magnetic field in the core, which has the effect of governing the current that flows in the primary (input) winding. The result, not surprisingly, is that the Primary Current times the Primary Voltage equals the Secondary Current times the Secondary Voltage. Anything else would violate the conservation of energy principle - which applies everywhere.
 
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