How Does Decreasing Magnetic Field Affect Ammeter Reading in a Circuit?

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The discussion revolves around calculating the ammeter reading in a circuit affected by a decreasing magnetic field. The correct reading is identified as 0.35A, derived from the relationship between induced electromotive force (emf) and resistance. Participants highlight the importance of understanding magnetic flux and its rate of change, which induces voltage in the circuit. The equations discussed include emf related to magnetic flux and the area of the loop. The conversation emphasizes the need for clarity in applying these formulas to connect the given voltage and magnetic field changes effectively.
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Homework Statement


-------/\/\/\---------
I X X X 10 Ohm X X XI
I X X X X X X X X X XI
I X X X X X X X X X XAmmeter
I X X X X X X X X X XI
I--------il-----------I
...5V

Length=10cm and width =10cm
R=10 Ohms
V=5 volts
decreasing magnetic field at rate 150T/s (into the page)

What is the reading of the Ammeter?
(Correct Answer:0.35A)

Homework Equations


I=e/R
e=BvL

The Attempt at a Solution


well basically i froze.
all i get is
s=1m (0.1x0.1)
L=40 (10x4)

From there onwards i can not link them. Probably because lacking the correct formula.
Anyway, ill much appreciate some help.
Cheers
 
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Part of your given information, kinda the key part, is a rate of change of a magnetic field. Remember you also have an area you can calculate, what can you find with a magnetic field and an area?

Do you perchance have an equation among your notes and book that features a rate of change?
 
thanks, ill take a look around the notes again
 
still stuck
 
Magnetic flux? -Rate of change of magnetic flux = ?


http://en.wikipedia.org/wiki/Electromagnetic_induction

Stuff like that? Unless I'm badly misinterpreting what the picture is, you've got a current flowing through the ammeter just because of the battery and the resistor, but now you have a changing magnetic field through the loop. A changing magnetic field can induce a voltage, which is what will happen here
 
thanks again!
 
magnetic flux = B.dS
where S is the surface area (0.01m^2).
emf is directly proportional to the rate of change of magnetic flux, so
e= d(magnetic flux) / dt -> those that mean that 150T/s = e ?
(1 T= 1Wb.m^-2)
if so then 150=Bx0.01 which makes B=15000 T
But that can't be right. I am not sure where I am going wrong...
 
by a reversed method i go:
1. I=e/R -> 0.35=e/10 -------hence e=3.5 V
since directly prop then it becomes 3.5 Wb
2. magnetic flux= B.dS ------ 3.5= B.dS where S (surface area) = 0.1x0.1 = 0.01m^2
it comes out B= 3.5/0.01 = 350 T

But how do i do it the right way around rather then back wards :) and what formula do i use to links the initial 5V? Perhaps a formula to derive B using area and voltage (dont think there's such a formula tho)?

Just a little more help please, blochwave you been great!
 
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