23 - Magnetic Fields Flashcards
What causes a magnetic field?
- Permanent magnets
- Moving charges
What do we use to map magnetic fields?
Magnetic field lines
Describe the magnetic field lines for a straight wire.
Concentric circles around the wire
Describe the magnetic field lines for a bar magnet
Loops from north pole to south pole
Describe the magnetic field lines for a ring (circle)
Concentric circles around ring obeying RHR
Field lines going through centre of ring
Describe the magnetic field lines for a solenoid.
Like bar magnet but with field lines going through core of solenoid.
What is the magnetic polarity of the Earth’s south pole (Antarctica)>
North
they are reversed
What do the fingers stand for in Flemming’s left hand rule?
First finger - Force
seCond finger - Current
thuMb - Motion
When a current carrying wire is placed in a magnetic field, what experiences a force?
The wire and the magnet creating the field both experience an equal and opposite force.
What does the equation F = BILsin0 give us?
Why does it contain sin0?
The force experienced by a current carrying wire in a magnetic field.
Because current and magnetic field must be perpendicular for a force. Sin0 gives us the perpendicular component of the current if it is not already 90, where sin90 = 1.
When do we use the equation F=BIL?
When the current and magnetic field are at right angles.
sin90 - 1
How can you experimentally determine the force exerted on a wire in a magnetic field and therefore find magnetic flux density?
Place opposite poles on a digital balance + set to zero.
Run wire through gap between poles.
Force on balance equal to force experienced by wire.
Mass on balance * g = F
B = F/IL (Measure current and length with ammeter + ruler)
What does B stand for?
Magnetic flux density
What is the unit for magnetic flux density?
T (Tesla)
What is the formula for the force on a single charged particle?
F = BQv
F=BIL I=NQ/t F=BNGL/t distance / time (L/t) = v (velocity) F=BNQv Force per particle = /N F=BQv
Describe and explain the path of a charged particle moving in a uniform magnetic field.
Circular motion.
Force will always be at right angle to both current (direction of travel) and magnetic field.
Therefore, force will act as a centripetal force, keeping the particle in circular motion.