1.10- Resistance and Resistivity Flashcards

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1
Q

State Ohms law

A

The current through a metallic conductor is directly proportional to the applied p.d PROVIDED the temperature is constant

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2
Q

What is an ‘Ohmic’ conductor?

A

Materials that obey ohms law

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3
Q

What would you observe in the graph of an Ohmic conductor?

A

A straight line through the origin

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4
Q

P=IV substituting out I

A

P=V^2/R

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5
Q

Equation for power substitung out voltage

A

P=I^2 X R

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6
Q

What is an Ohmic material?

A

A current that obeys ohms law

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7
Q

What is non-ohmic behaviour? Give an example when this would occur

A

A material that doesn’t obey ohms law
Filament lamp- As current increases temperature rises ( ohms law requires Constant temp )

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8
Q

What is a diode?

A

A semiconductor which has very low resistance ( ideally 0 ) one way and really high ( ideally infinite) resistance another way

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9
Q

What I-V characteristics curve would you obtain when connected across a diode

A

The diode will barely conduct until 0.6 volts is applied then the graph will go straight up

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10
Q

When is a diode forward biased and when is it reverse biased. What do these terms mean?

A

Forward- when the positive terminal is connected to the positive end
Reverse- when the positive terminal is connected to the negative end

When reverse biased the diode conducts poorly so the current will remain small as voltage is increased

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11
Q

What does ntc thermistor stand for

A

Negative temperature coefficient thermistor

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12
Q

What happens to the resistance of an ntc thermistor as it heats up?

A

It decreases

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13
Q

Describe the I-V characteristics curve you would expect from an ntc thermistor

A

Slowly increasing from the origin to a steep slope upwards

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14
Q

KEY EXPERIMENTS

A

Pg 70, Pg 75,

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15
Q

How and why do thermistors behave so differently than metals

A

In metals, as temperature increases resistance increases, this can be explained as the atoms vibrate more frequently than before, this reduces the average drift speed therefore increasing the time it takes them to reach the end of the circuit. This means that for a given P.D the current is reduced

In thermistors this same effect happens, However, only a small amount of energy binds the electrons to the termistor’s atoms therefore when the vibration is sufficient many electrons can break free giving a HUGE increase in current as more free charge carriers are present. This effect is much greater than the reduction in net drift so there is a net reduction in the resistance of a thermistor

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16
Q

What can thermistors be used for

A

As thermometers
As part of electronic circuits which are switched on and off with changing temp

17
Q

Circuits

A

Pages 71-73

18
Q

What does the resistance of a metallic conductor ( at constant temp ) depend on?

A

The length
The cross sectional area
The material

19
Q

What the is the relation between length and resistance?

A

Directly proportional

20
Q

What is the relation between cross sectional area and resistance?

A

Inversely proportional, as the area of the cross section doubles, resistance is halved

21
Q

How could you obtain a straight graph of resistance and cross sectional area?

A

Plot R= k(1/A) where:
R= resistance
K=constant
A= CSA

22
Q

Equation for resistance

A

R=P(L/A) where:
R= resistance
P= resistivity
L= length
A= CSA

23
Q

Definition of resistivity

A

Numerically equal to the resistance of a sample of the material 1m long and of CSA 1m^2

24
Q

Around what resistivity would a good conductor have?

A

1X10^-8 ohms per meter

25
Q

around what resistivity would a good insulator have?

A

1X10^15 ohms per meter

26
Q

What is a superconductor?

A

A material which loses all its electrical resistivity to become a perfect conductor when below its critical temperature

27
Q

Outline some applications of superconductors

A

MRI scanners magnetic fields
Magnetic levitation transport to eliminate most friction between the train and the track