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Posted

hey, if anyone is willing, could they please give me a bit of help with this problem, i just can't quite figure it out!

 

Thanks

-Sarah

Posted

V=IR The current is going to depend on the voltage, which is given, and the impedance. What is the impedance of the circuit?

Posted

The inductive reactance (XL) of the coil is 2*pi*f*L

where f and L are 50Hz and and .07 henries respectively

 

The resistor ® and inductor (L) are in series, sooo,

the impedance (Z) equals sqrt of (R squared + XL squared)

the angle equals arc tan of (XL ÷ R)

 

If I recall, from ELI the ICE man, voltage leads current.

Posted

Sarah, at first I was thinking that the resistance and inductance were in parallel, then I decided they were in series, sooooo, you posted the "thanks" while I was editing my post.

Posted

ok i think the main equation to be used is the "General equation for motional emf", however i am not quite sure how to apply it.... anyways this was the design i was thinking of ... (i have decided to make a simple theoretical generator first)...

Posted

how would you work out the induced emf in the loop(s) of wire if you spun it around in the magnetic field created by those 2 magnets? (the magnets are held stationary)??

Posted
The inductive reactance (XL) of the coil is 2*pi*f*L

where f and L are 50Hz and and .07 henries respectively

 

The resistor ® and inductor (L) are in series' date=' sooo,

the impedance (Z) equals sqrt of (R squared + XL squared)

the angle equals arc tan of (XL ÷ R)

 

If I recall, from ELI the ICE man, voltage leads current.[/quote']

 

how does this use voltage? and i don't really see where the amplitude of the current in the coil is being worked out?

Posted
how does this use voltage? and i don't really see where the amplitude of the current in the coil is being worked out?
Swansont gave you the formula

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