This statement is correct.it seems to me a step up transformer uses less amperage to transmit power so there is less loss through heat then they step it down for the consumer
Not really. High voltage DC can be transmitted with less loss than high-voltage AC - especially if the wires have to be insulated, as in undersea cables. DC requires more capital expense to transform (you have to convert it to AC and then transform it -- transformers require AC). Also DC generators (and DC motors) have bothersome things like commutators/ brushes -- alternators don't.)this is why we use AC because DC does not step up, I think
Correct.First, some terminology - the side of the transformer which is connected to the supply side is called the primary, and the side connected to the resistor is called the secondary.
This does not sound like the conclusion an expert on the subject would necessarily make.What I have done is compare the secondary current, before I connected the transformer, to the secondary current after I connected the transformer.
What I should be doing is comparing the primary and secondary current after I connected the transformer
A cautious "yes" is the best response, here. But it's not because the relationship will no longer be valid. Here's the deal.So if you measure the primary current, you'll find that it equals 24A, or twice of what it is in on the secondary side, so it does step down the current.
However, if you leave the secondary circuit open there is no power consumed, therefore no current on either side of the transformer, so that relationship will no longer be valid
the current on the primary side will always be double the current on the secondary side if the transformer has doubled the voltage
does this sound correct?
In your 2:1 transformer, you have N turns of wire in the primary and 2N turns of wire in the secondary. (More turns = more volts.) If you apply a voltage of 120 volts to the primary coil, you will have 240 volts in the secondary. If you have a load of 100 ohms connected across the terminals of the secondary coil, a current of 240 / 100 = 2.4 amps will flow in the secondary coil. A current of 4.8 amps will flow in the primary coil. This will consume electricity, the primary being connected to the power station) at the rate of 120 x 4.8 = 576 watts.
(Note that, in the secondary, 240 x 2.4 = 576 watts also. However, the transformer is not 100% efficient, so if the current in the secondary is 2.4 amps at 240 volts, the supply current in the primary will not be 4.8 amps, but will actually be 4.9 or 5.0 amps, at 120 volts.)
Now, if the secondary coil has an open circuit, i.e the terminals of the secondary coil are not connected to anything, that means the resistance of the secondary circuit is now infinite ohms. Therefore, the current in the secondary coil is 240 / infinity, which is zero.
The way transformers work, because the resistance of the secondary coil is infinite, the resistance of the primary coil also becomes infinite.
(Actually, the resistance of the coils in a transformer is called impedance, rather than resistance. Depending where you are starting from in your level of knowledge, the explanation of impedance and electromagnetic induction might be too much. Suffice it to say that if there is infinite resistance in the secondary, there will be infinite resistance in the primary.)
So, if there is zero current in the secondary, there will be zero current in the primary. The current that flows through the 2nd coil is determined by the resistance of whatever is connected to the 2nd coil. The current in the primary coil depends on whatever is the current in the 2nd, and is twice the current in the 2nd (plus a little bit).
As everybody knows, if you double zero, you still get zero. Told you it was simple.






