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Day 4 ELECTROMAGNETISM: The Magnetic Field of a Current Carrying Wire

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Presentation on theme: "Day 4 ELECTROMAGNETISM: The Magnetic Field of a Current Carrying Wire"— Presentation transcript:

1 Day 4 ELECTROMAGNETISM: The Magnetic Field of a Current Carrying Wire

2 Danish Physicist Hans Oersted made an accidental discovery in 1819
Danish Physicist Hans Oersted made an accidental discovery in He had a compass (with its needle pointing, as usual, to magnetic South) next to a wire. He connected a wire to the battery and found that the wire “induced” the compass needle to swing away from magnetic north. Thus, he found that: When current flows through a wire, a magnetic field is created around the wire.

3 Let’s test this “Theory”
Compass ABOVE wire A B + - wire loop

4 Let’s test this “Theory”
Compass BELOW wire A B + - wire loop

5 Right-Hand Rule #2 (RHR-2)
The Magnetic Field Around a Current Carrying Wire Right-Hand Rule #2 (RHR-2)

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7 A B C

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9 Magnetized Substance Unmagnetized substance What’s a SOLENOID?

10 OK, so RHR-2 gives us the direction of the magnetic field around a current-carrying wire. But since B is a vector, can we find the MAGNITUDE of the magnetic field? m0 = the magnetic permeability of free-space = I = current (A) d = distance from the center of the wire. Magnetic field strength, measured in Teslas (T)

11 What exactly is a Tesla again?
1T is REALLY big. So we often us prefixes like mT, mT, or nT. The earth’s magnetic field is soooooo small that we often use a term called a GAUSS (G) to measure it. 1 G = 0.1mT (and the earth’s magnetic field is ~ G)

12 m0 = the magnetic permeability of free-space = I = current (A) d = perpendicular distance from the center of the wire. This equation is only valid for VERY LONG, STRAIGHT wire. It will be derived in AP 1-2 using Calculus techniques.


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