Calculate the force that each wire exerts on each other

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Two parallel conductors with a length of 0.05m and opposite currents are analyzed, with one carrying 10A. The distance from point C to the other wire is determined to be 2D/3, where D is 24cm. The magnetic field at point A, located at the midpoint of the first wire, can be calculated using the superposition principle. The formula for magnetic field strength due to a current in a wire is essential for finding the resultant field at A and the current I in the second wire. The discussion emphasizes using these principles to calculate the forces exerted between the wires.
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need help asap...by 2:30 :(

if 2 parallel conductors with the same length of .05m have their currents going in opposite directions, one conductor carries a current of 10A. C=D/3, D=24cm, I is adjusted so the magnetic field @ C=0.

a. find the value of the current I
b. value of magnetic field @ point A (find magnitude & direction)
c. calculate the force that each wire exerts on each other
 
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What is the formula for the magnetic field strength as a function of current and geometry.

I take it that C = D/3 is measured from the wire with the 10 A current? Then the distance from C to the other wire is 2D/3.

Does this look familiar - http://hyperphysics.phy-astr.gsu.edu/hbase/magnetic/magcur.html


Umm - where is A? One can use superposition of fields.
 
A is at the midpoint of the first wire...
A
I <---------------------

--------------------->10A
C
 
a is at the midpoint of the first wire, C is at the midpoint of the second wire...what is the equation?
 
OK - but write the equation for the magnetic field due to a current in a wire, and determine the field due to 10A at D/3. The using that field and 2D/3, solve for the current in the other wire.

Then knowing the currents, solve for the resultant field at A.

See this - http://hyperphysics.phy-astr.gsu.edu/hbase/magnetic/wirfor.html
 
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