Chapter 6- Magnetic Fields Flashcards

1
Q

Magnetic field definition

A

A region in which magnetic materials experience a force

Field can be produced in three dimensions

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2
Q

Magnetic fields lines flow from

A

North to south

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3
Q

Neutral point is located

A

Somewhere between the north and south poles

Will show up experimentally as the compass won’t know which way to point

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4
Q

What else produces magnetic fields

A

Electric currents

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5
Q

If current is coming out of the page then the central point will have a….

A

Circle with a dot inside it

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6
Q

If current is going into the page then the central point will look like….

A

A circle with a cross inside it

Like a screw

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7
Q

A spring like coil is called a

A

Solenoid

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8
Q

What equation let’s you measure the strength of a magnetic field

A

F= B IL

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9
Q

What is the strength of a magnetic field called

A

Called the magnetic flux density

(Symbol of B in BIL

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10
Q

For BIL to work the wire…

A

Carrying the current needs to be perpendicular to the magnetic field

F= BILsin•

Theta(•) is the angle between the wire and the field
Is at its max/ at 1 when perpendicular

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11
Q

Unit of magnetic flux density

A

Tesla (T)

Or NA^-1 m^-1

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12
Q

Which rule is helpful to get directions of force field and current

A

Left hand rule

Force= thumb (forceful finger)
Field= first finger 
Current= third finger (curls to make a 'c')
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13
Q

When an electron moves in an electric field we get

A

Circular motion

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14
Q

BIL used for

A

Current carrying wires

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15
Q

BeV used for

A

Single charges

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16
Q

The force that the electron will love when using the LHR must be remembered to take into consideration

A

The direction of electron is in opposite direction to current flow

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17
Q

There is no work done at 90* so electron…

A

Never loses energy, so remains in the orbit

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18
Q

For a current in a wire it is

A

Getting pushed by magnetic field
Getting repelled by other electrons
Will keep getting pushed until forces are equal
Given the charge difference, there is a potential difference (deficit of electrons)

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19
Q

What is the Hall effect

A

When a potential difference develops in the wire due to a current flowing
Gets pushed by magnetic field
Repelled by other electrons
Will keep getting pushed until forces are equal
There is a deficit in electrons
So there is a charge difference
Creating potential difference around the wire

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20
Q

Voltage eq for electric field

21
Q

Magnetic flux density symbol

22
Q

Flux is the idea of

A

Total field lines captured within an area

23
Q

To get an increase in flux

A

Increase area

Increase magnetic flux density

24
Q

Flux symbol

25
Flux unit
Measured in Weber Wb Tm^2
26
Won't capture anything if not in
Perpendicular circumstances
27
Faraday's law
Emf= the rate of change in flux
28
A change in flux causes
A current to be induced
29
Lenz's law
The induced magnetic field will always oppose the change in magnetic flux that is causing it (Why there is a negative sign in front of eq)
30
Equation where Lenz's law is seen
Emf= -N x rate of change of flux N= number of turns in coil
31
Electrons flow oppositely to
Conventional current
32
If there is no change in flux then no
Emf will be created, so no current will be created
33
What is a solenoid
Lots of coils round an iron core
34
Two types of transformers
Step up And Step down
35
Equation for transformers
Vp/Np = Vs/Ns
36
As there is no energy lost, the rate of change of flux in primary coil is
The rate of change of flux in the secondary coil
37
Due to conservation of energy, in transformers what is the eq for power
Power before = power after IpVp = IsVs (not really the case in reality)
38
For step up transformers compare velocities
Vout > Vin Therefore I out < I in
39
For step down transformers compare voltage
Vin > Vout Therefore I in < I out
40
Eq for sinusoidal alternating voltage
V= V0 sin 2(pie) ft
41
Eq for sinusoidal alternating current
I= I0 sin 2(pie) ft
42
Root mean square voltage eq | Alternating
The peak voltage / the square root of 2
43
Root mean square current eq | Alternating
The peak current / square root of 2
44
Eq for sinusoidal alternating voltage | Alternating
V= V0 sin 2(pie) ft
45
Eq for sinusoidal alternating current | Alternating
I= I0 sin 2(pie) ft
46
What is magnetic flux density
The strength of a magnetic field at a point in space Represented by the density of field lines at that point
47
What is magnetic flux
The amount of field passing through perpendicularly a defined area Represented in diagrams by the number of lines passing through an area
48
Flux through coil equation
BA Flux density x area
49
Flux linkage equation
N BA Number of coils x flux density x area