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I need help in understanding faradays law? Answered

So this is where i was trying to understand his law, http://www.6pie.com/faradayslaw.php, the part that i got stuck was on where it says, "Lets figure 5 turns per second, that gives us 300 RPM. If we do a good blade design we might be able to get 300 RPM in 3 to 5 mile winds.

5 turns per second gives us one turn every .2 seconds
seconds = .2"

I am trying to apply this to a bike and want to know how to get past this step to getting Δt of the formula.

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steveastrouk
steveastrouk

Best Answer 8 years ago

5 turns per second = 1/5 seconds per turn ....0.2 seconds per turn.

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diabloboy
diabloboy

Answer 8 years ago

ok that makes me understand how you get 0.2 but how does that relate to 300 rpm?

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steveastrouk
steveastrouk

Answer 8 years ago

What do you mean "relate to" ?

Something spinning at 300 RPM is spinning once every 0.2 seconds. Or 5 revolutions per second, or 60*5 revolutions (300 RPM) or 60/0.2 = 300 RPM.

Steve

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canucksgirl
canucksgirl

8 years ago

I didn't look at your link but the part that you quoted seems just like simple math to me...

5 turns per second. 60 seconds per minute. 5 X 60 = 300.... or 300 RPM (Revolutions per minute).

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diabloboy
diabloboy

Answer 8 years ago

You perhaps told me the rpm but i dont think thats how you get rpm due to this tutorial I've found(http://www.ehow.com/how_6088311_calculate-rpm.html) however i need to know how to get Δt of the formula in which the Δt of the example equals 0.2 (Δt=0.2).

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canucksgirl
canucksgirl

Answer 8 years ago

This is probably the simplest answer I could find for you...

Faraday's Law: V = -NΔφ/Δt . Here N is the number of loops, Δφ is the change in flux, and Δt is the time required for the change.

So the "time required" for one full turn in the example is 0.2
(5 turns per second gives us one turn every .2 seconds)

How you determine what your number is depends on the RPM you have.

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diabloboy
diabloboy

Answer 8 years ago

so if rpm is known, how is the formula represented Δt= ?/rpm or Δt=rpm * ?

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diabloboy
diabloboy

Answer 8 years ago

both of them still work but thanks you two :).

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canucksgirl
canucksgirl

Answer 8 years ago

No problem. Just don't forget to click one of the blue button's (Steve's). It will mark your question as "answered" and then people like us will stop posting comments. lol :-)

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diabloboy
diabloboy

Answer 8 years ago

Okie doke :) wish i was able to mark you both but if you insist:)

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canucksgirl
canucksgirl

Answer 8 years ago

Doh! That looks much better than my sad attempt at an equation at 2am... o_0

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steveastrouk
steveastrouk

Answer 8 years ago

I just cut and pasted.....
GoodNIGHT.

Steve

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canucksgirl
canucksgirl

Answer 8 years ago

I wish I could....

Sciatic nerve pain... can't lay down to go to sleep. Got the laptop with me on the couch with an ice pack. 

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steveastrouk
steveastrouk

Answer 8 years ago

OW. Sorry to hear that.

Steve

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canucksgirl
canucksgirl

Answer 8 years ago

Thanks.

BTW... I sent a reply. I think the filters got it... *sigh*

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canucksgirl
canucksgirl

Answer 8 years ago

In the example, they've explained that...

They figured out they could get 300 RPM (revolutions per minute)

300 divided by 60 seconds in a minute = 5 full revolutions per second.

But you want the time it takes for ONE full revolution (not 5).

So 1/5 of a second = 0.2 seconds. (The time it takes to complete ONE full revolution).

As an equation, I think you need something like this: Δt = 1/ (RPM/60)

Δt = 1(second) divided by the RPM divided by 60

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steveastrouk
steveastrouk

Answer 8 years ago

Δt = 1/ (RPM/60)

= Δt = 60/RPM, by definition.

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diabloboy
diabloboy

Answer 8 years ago

thank you thats what i was looking for and seems about right

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canucksgirl
canucksgirl

Answer 8 years ago

I'd go with Steve's equation.... (and give him the best answer credit). ;-)

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canucksgirl
canucksgirl

Answer 8 years ago

You're welcome.

Don't forget to click one the blue buttons so that it marks your question as "answered" on the main page. :-)