the magnetic force on a current carrying wire placed in uniform magnetic field if the wire is oriented perpendicular to the magnetic field is
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32
Magnetic force on a current carrying conductor placed in a uniform magnetic field can be given by equation
F=ILB
Let θ be the angle between direction of current and magnetic field, then force acting on the current carrying wire is
F=ILB sinθ ( at any angle)
If the wire is oriented perpendicular to the magnetic field then θ=90°
F=ILBsin90°
F=ILB [∵ sin90°=1]
F=ILB
Let θ be the angle between direction of current and magnetic field, then force acting on the current carrying wire is
F=ILB sinθ ( at any angle)
If the wire is oriented perpendicular to the magnetic field then θ=90°
F=ILBsin90°
F=ILB [∵ sin90°=1]
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0
Answer:
The answer is obviously 0
Explanation:
The magnetic force on a current carrying wire placed in uniform magnetic field if the wire is oriented perpendicular to the magnetic field is 0 because no force is gonna act on wire as the magnetic field lines and wire is in the same direction
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