The research that had been done by Oersted was continued by Lorentz, that investigated further about magnetic force around a wire carrying alectric current. This magnetic force is called Lorentz force. The magnitude of Lorentz force undergone by a wire carrying electric current depends on the following things.
- The electric current in the wire
- The length of wire influenced by the magnet
- Magnetic field strength
- The angle between current direction and magnetic field direction.
Lorentz force can be formulated:
F=B.I.l. sinθ
In which:
F = Lorentz Force (newton)
B = Magnetic field strength (tesla)
I =Electric current (ampere)
l =Length of wire (meter)
θ = The angle between direction of electric current and magnetic field.
Example:
A conductor wire of 4 m in length and carrying electric current of 2 A lies in a constan magnetic field of 10 T. If the angle between the magnetic field and electric current is 90o (perpendicular), calculate the Lorentz force undergone by the conductor wire!
Solution:
Given that:
Irawan, Etsa Indra dan Sunardi. 2008. Pelajaran IPA-Fisika Bilingual untuk SMP/MTs. Kelas IX. Bandung: CV.Yrama Widya.
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