chapter 9 - energy power and resistance Flashcards

1
Q

current

A

rate of flow of charge
amps
ammeter ( ideally 0 R)
in series the same
in parallel it splits

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2
Q

charge is made up of

A

electrons in wires
or ions in liquids

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3
Q

kirchoffs first law

A

total current going into a junction = total current going out due to the conservation of charge
- explains why current splits / rejoins in parallel

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4
Q

calculating current - in terms of charge use

A

I = Q/t
charge / time

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5
Q

calculating current - in terms of electron use

A

I = nAve
n - number of free electrons per m3
A - cross sectional area of the wire m2
v - average drift velocity of electrons - m/s
e - charge of an electron - C

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6
Q

charge of an electron

A

1.6x10^-19 C

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7
Q

number of free electrons per m3

A

number of electrons/volume

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8
Q

using a micrometer to find the diameter and area

A
  • zero the micrometer
  • gently clamp the wire between the jaws to get diameter in mm
  • in case wire is not uniform repeat in 3 places and average
  • convert to m and use pir2
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8
Q

number of electrons

A

charge flowing / charge of 1 electron

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9
Q

measuring drift velocity in a wire

A
  • set up a circuit with a cell, ammeter and the wire
  • measure diameter using micrometer to find area
  • measure I
  • know n and e
  • use v = I/nAe
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10
Q

voltage

A

Energy that charges are carrying/transfering

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11
Q

2 types of voltage

A
  • electromotive force (emf)
  • potential difference (pd)
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12
Q

electromotive force (emf)

A
  • energy gained per unit charge from a battery/power supply (chemical > electrical)
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13
Q

potential difference (pd)

A

energy given away per unit charge as they pass through a component (from electrical > other types)

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14
Q

voltmeter

A
  • measures voltage
  • connected across a component in parallel
  • it reads out the difference in energy being carried by the coulombs of charge going in vs out
  • an ideal voltmeter has infinite R (prevents charge passing through)
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15
Q

voltage in series vs parallel

A

SERIES
- supply voltage (emf) splits between components
PARALLEL
- each branch receives the same voltage

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16
Q

kirchoffs 2nd law

A

the sum of the emf = the sum of the pd in any loop of a circuit due to conservation of energy

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17
Q

voltage equation

A

V = E/Q

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18
Q

resistance

A
  • restricts the flow of current
  • high R = low I > low R = high I
  • measured in Ohms which can be defined as Volt per Amp
  • all components have some resistance
19
Q

resistance is affected by:

A
  • type of material/ RESISTIVITY
  • LENGTH - longer wire = more resistance R ∝L
  • AREA - thinner = more resistance R ∝1/A
  • TEMP - see notes on lamp/thermistor
20
Q

resistance equations

A

R = pL /A
R = V/I (just a convenient way to calc R - V+I don’t actually affect R)

21
Q

resistors in series

A

INCREASES overall resistance
Rt = R1 + R2 + R3

22
Q

resistors in parallel

A

DECREASES overall reistance (more routes to take)
- if two identical resistors Rt is half one of them
- two non identical use “product over sum” Rt = R1R2/R1+R2
- any resistors use 1/Rt = 1/R1 + 1/R2 + 1/R3…

23
Q

experiment to measure the resistivity of a material

A
  • measure d with a micrometer (zero it, 3 times and average)
  • calculate area using pi r^2
  • measure length with a ruler (eye level) (use low I to avoid heating)
  • measure R with an Ohmeter
  • repeat for several diff lengths
  • plot R and L - R = p/A L
  • gradient = p/A
  • p = gA
24
Fixer resistor
obeys ohms law “Voltage is proportional to current providing temp and dimensions are constant”
25
Filament
resistance increases due to temp increasing (current has a heating effect due to electrons colliding with atoms so they vibrate faster) ions in the filament vibrate faster causing more freq collisions with electrons
26
filament lamp graph
S shape graph for each increase in voltage current goes up by a smaller amound
27
LED
- more efficient and robust than filament lamp - only allows current to flow if “forward biased” and above threshold voltage - otherwise has infinite R
28
LED graph
I is zero until threshold voltage then straight line up
29
thermistor / LDR
- heat/light energy releases more electrons per m^3 in the semiconducting material (n increases) so more current will flow (I = nAve) and therefore resistance will decrease as R = V/I
30
thermistor / LDR graph
downward curve (resistance over temp / LI)
31
component graphs watch out for
switched axes
32
component graphs watch out for
switched axes
33
explain the variation of resistance with pd for the filament bulb in terms of particle behaviour
- as V ^ velocity of electrons ^ - greater energy transfer in collisions - increases the temp of filament ions - amplitude of vibrations increases - collision rate between ions/electros ^ - due to R ^ current doesn't increase in proportion to V
34
explain how the graph shows this is a diode
- conducts in one direction only - conducts when pd is beyond threshold voltage eg 0.2V - in reverse direction resistance is very high/ infinite
35
how to get an IV graph for components
- measure I and V for a range of values - vary V across the component - reverse the supply or polarity (if its a diode graph) - repeat and average (circuit with a variable power supply, ammeter, component, voltmeter)
36
power
rate of transfer of energy - watts or J/s - for electrical power it’s a measure of how bright/hot / fast a component is
37
power equations
P = E/t P = IV P = I^2 R P = V^2 /R
38
power of lamps experiment
connect 2 diff lamps (A and B) in series and parallel measure I and V across each lamp use P= IV - in series the higher R lamp recieved more V so is brighter - in parallel the higher R gets smaller I so is dimmer
39
energy (big)
if we leave a component in it transfers electrical energy to other types
40
energy equation
E = ItV
41
kiloWatt hour
used instead of J as for household appliances J is too big (use E = Pt with power in ke and t in hours) 1kWh = 3 600 000 J
42
energy (small)
as one coulomb of charge passes through a 9V battery it gains 9J of charge
43
1 volt in J/C
1 J/C - for every coulomb of charge that passes though a battery of x volts it gains x joules
44
electron volts
energy transferred to/ from an electron when it passes through a pd of 1V eg if an electron passes though the 9V battery it gains 9eV 1eV = 1.6x10^-19 J
45
electron gun
speeds up electrons with an accelerating pd (see diagram) - thermionic emission causes electrons to escape the coil - electrons are attracted to the anode KE = 1/2mv^2 so V*e = 1/2mv^2
46
max power
when internal resistance = R