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zaky21:

in 0.600s, the bar moves 1.00 m/ if the magnetic field is 0.0777 T, how much EMF is generated? (hint: What is the initial and final area of the loop?there is only one loop: N=1.) http://media1.acellus.com/Library/00001122_1934_A1.png

zaky21:

@TheSmartOne

imqwerty:

@bdrammeh

zaky21:

help

imqwerty:

the emf generated is the rate of change of flux through the area

imqwerty:

faraday's law

TheSmartOne:

\( EMF= -n \frac{\Delta (BA)}{\Delta t}\)

imqwerty:

it's important to see why the flux is even changing

imqwerty:

the magnetic field is constant

imqwerty:

but the area of the loop is decreasing bcz the bar is shifting to the left

zaky21:

i like the way how u explain theSmartOne

zaky21:

not this one

zaky21:

the flux through the coils of a solenoid changes from 6.79*10^-4 Wb to 1.33*10^-4 Wb in 0.0333 s. if the solenoid has 605 loops, how much EMF is generated? (units=Volts)

zaky21:

not this one the one i just sent

imqwerty:

btw the current generated by the induced emf would be in the clockwise direction. It's in the clockwise direction because a clockwise current could generate a magnetic field that goes into the plane. It does so because the flux is going inwards and the moving rod is reducing this flux by decreasing area. "The direction of any magnetic induction effect is such as to oppose the cause of the effect." - Lenz's law

zaky21:

tell me the answer

imqwerty:

\(\color{transparent}{420}\)

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