Hard Mag. Field question need assistance

AI Thread Summary
The discussion centers on calculating the current in two parallel wires that hang at a 6-degree angle due to their opposing currents. Participants emphasize the need to approach the problem as a statics issue, requiring free body diagrams to analyze the forces acting on the wires. Key considerations include the force exerted between the wires, their weight, and how they deflect under applied forces. Clarification is provided that current itself is directional rather than positive or negative, contrasting it with voltage. A systematic combination of these factors will lead to the solution for the current in each wire.
Elbhi
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Two long, parallel wires hang by 4.00-cm-long cords from a common axis. The wires have a mass per unit length of 1.50×10-2 kg/m and carry the same current in opposite directions.

What is the current in each wire if the cords hang at an angle of 6-degrees with the vertical?

Basically,,,,,I have no idea how to approach or solve this proble. All I know is the curremt should be positive becuase the currents in the wires are opposite each other.

aghhh help me please
 
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QUOTE=Elbhi:" All I know is the curremt should be positive becuase the currents in the wires are opposite each other."

Wat do you mean...?It's not an magnetism problem,its a STATICS problem.What forces act on the wires...?

Daniel.
 
Ya, draw free body diagrams and solve it like you would a normal statics problem. Once you know the forces on the wire then you can calculate everything you need to.
 
Elbih,

You must clear your mind on a few concepts. Current is not positive or
negative, it flows in a particular direction like water in a pipe.
Voltage is either positive or negative and is like the pressure in the pipe.

You need to know a few things:

1) How much force does one wire exert on the other as a function of their
distance apart
2) How much do the wires weigh
3) How do the wires deflect when you apply a force to them

If you combine all these into a suitable set of equations, the answer will
fall out.
 
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