Faraday's law of induction states that the motion of electrically induced voltage ε in a circuit is the same (except the negative sign) with the speed of change of flux through the circuit. If the rate of change of flux is expressed in the weber / second, then the motion of electric voltage ε be expressed in volts.
In the form of equation
This is the Faraday induction law.
If there are N loops, then equation (10.1) can be written:
Faraday's Law states that
"A straight wire along the l
moving with velocity v perpendicular
to a magnetic field B will get
emf induced between the two ends of:
Law 10.2 Lenz
Lenz's law states that:
"Flow-induced will appear in the direction such that the direction is against the changes that produce it."
A copper rod of length L rotating at angular frequency ω in a magnetic field B as shown in the figure below. Find the motion of electric voltage ε developed between the two ends of the stick.
10.3 field-magnetic field that changes with time
A magnetic field changes will generate an electric field. Faraday induction law becomes:
Let B in the figure below ertambah with speed dB / dt. And R is the radius of the cylinder is considered to have a magnetic field. What is the magnitude of the electric field E at a radius r? Suppose that the dB / dt = 0.10 T / s, r = 5 cm and R = 10 cm.
For r <R
For r> R
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