Electromagnetism - Magnets Flashcards
Magnets
Magents are always dipolar, always drawn from north to south
Direction of magnetic field
x - current flowing into the page
. - current flowing out of the page
Strength of magnetic field
B = μI/2pir
Solenoids Magnetic Field Strength
B = μnL
Right hand thumb rule - current carrying wire with magnetic field
Thumb pointing in direction of current
Finger pointing in direction of magnetic field
Right hand grip rule - solenoids
Finger curl in the direction of the current
Thumb points in the direction of B field (North)
Magnetic Force Parallel Wires
Parallel - The wires are futher way so weak fields between wires forces them inwards
Series - The wires are closer so strong fields between wires forces them outwards
Magnetic Force - Current carrying wire in B field
When a current carrying wire is put in a external B field. The south side of the wire attaches to the north side of the B field and vica versa
Right hand rule - magnetic force of current carrying wire in B field
Thumb points in the direction of positive charge
Palm points in the direction of the force
Fingers point in the direction of the field
Equation of magnetic force of current carying wire
F = BILsintheta
where F is the force (N)
I is the current through the wire (A)
L is the length of the wire in the B field (m)
sintheta - the angle of the wire in the B field
Magnetic force on a single charge
Derived from F = BIL and I = q/t
F = qvb
F = qvbsintheta
Rigth hand palm rule - magnetic force on a single charge
Thumb is direction of positive charge (opposite if charge in negative)
Palm is direction of force F
Fingers are the direction of the B field
Negative charged particle in a magnetic field
Follows a circular path where v = square root of 2qV/m
1/2mv2 = qv
Magnetic Flux
The amount of magnetic field (scalar) that flows through a particular area
Φ = BAcostheta
costheta is the angel from the normal of the field
Faradays Experiment
Oersted said a current should induce a B field
Faradays expected the magnetic field to induce a current, but instead proved only a changing flux induces a current known as electromagnetic induction
A change in flux produces an induced electromotive force (EMF) and hence an induced current
Induced EMF equation
E = IvB
emf = -n x change in flux/change in time
Faradays Law
When magnetic flux linking a circuit changes, an EMF is induced proportional to the rate of change of the flux linkage
Lenz’s Law
The direction of an induced current is such that it will always oppose the change in flux that created it, so induced magnetic field will be opposite to existing one. Use right hand grip rule to find current
Transformers
Use an alternating current supply to constantly change magnetic flux and induced an EMF in a secondary nearby coil
Alternating current
where electrons flow from both directions, alternating every 50th second
Transformers Equations
V(primary)/ V(secondary) = n(primary)/n(secondary
I(secondary)/I(primary) = n(primary)/n(secondary)
Step down tranformer when Vp is larger than Vs
Step up transformer when Vs is larger than Vp
Vp = magnetic flux
What angle does a current have to be from the magnetic field to produce the greatest strength?
90 degrees or 270 (perpendicular)
180 and 0 provide the least (parallel)