Paper 3 Flashcards

(51 cards)

1
Q

Absolute motion

A

A principle disproved by Michelson and Morley experiment, the idea that it is constant across the universe, Newton and Galileo assumed space and time to be absolute quantities

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2
Q

A gas discharge tube

A

Gas at a low pressure subject to a high potential difference, the electric field ionises atoms leading to the production of cathode rays due to the absorption of positive ions into the cathode causing free electrons to be iodised

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3
Q

Negative glow

A

Slower moving electrons at the cathode being captured by positive ions leading to the emissions of photons

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4
Q

Positive column

A

The accelerating electrons which are attracted towards the anode cause excitation by collision, when electrons of gas atoms then return to ground state a characteristics coloured glow is produced

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5
Q

Thermionic emission

A

Free electrons ionised due to the heating of the filament by a current flowing through it, provides energy

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6
Q

How did they determine cathode rays were charged

A

Found to be deflected by magnetic fields, so the paddle wheel motion stopped

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7
Q

Why did the paddle wheel move

A

Paddle wheel gains energy from cathode rays, transfer of momentum, always move from cathode to anode so movement due to cathode rays

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8
Q

Determining the specific charge of the electron

A

Used an electron gun (thermionic emission) and then a uniform magnetic OR electric field, a velocity selector meant “v” was known and the same for all, Deflection by an electric field or magnetic field was then used

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9
Q

Equation for specific charge from experiments

A

Electric fields using F=ma, d= distance between plates, s=deflection
(F/m)=(2s/t²)
(e/m)=(2sd/t²V)

Magnetic field,
Bev=(mv²/r)
(e/m)=(v/Br)

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10
Q

Thompson’s conclusion

A

Electron’s are negatively charged particles with energy mass and momentum, the high specific charge shows it has much less mass than a alpha particle
The specific charge was independent of the metal it emitted from so it’s fundamental to matter

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11
Q

Milikan oil drop experiment

A

1.find the terminal velocity of the droplet and use Stokes law,this is used to find mass
2. Adjust the p.d until the oil drop is stationary so that the electrostatic force equals the weight
3. Repeat

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12
Q

Equations for oil drop experiment

A

mg=6πηrv
m=(4/3)πr³ρ
r²=(9/2)(vη/ρg)
(V/d)e=mg
r is used to find m and m is used to find e

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13
Q

Conclusion from Milikan experiment

A

The charges of oil drops where found to all be multiples of 1.6x10^-19, this means charge of electrons was quantised

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14
Q

Newton’s corpuscular theory

A

A stream of tiny particles, reflect by bouncing of the mirror with no loss of velocity, refraction explained by the parallel component being unchanged amd the perpendicular velocity increasing as it’s attracted to the medium

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15
Q

Huygens theory of light

A

Longitudinal wave moving through the ether, points on wavefronts produce secondary wavelets that spread out. Reflection due to secondary wave fronts and refraction, the wave moves slower in the transparent substance

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16
Q

The ether

A

A proposed medium for light which was assumed due to the knowledge that sound required a medium. Disapproved by the Michelson-Morley experiment

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17
Q

Youngs double slit

A

Monochromatic light from a coherent source passing through a double slit produced an interference pattern of light and dark fringes, Newtons theory instead predicted two bright bands. So light is shown to be a wave

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18
Q

Fizeau speed of light

A

The rotating wheel cuts the beam of light into pulses which are reflected by a mirror
When cog rotation speed is slow light returns through original gap.
When f⁰ is reached no light can be seen as the light is blocked by a tooth, exactly replaced by a tooth in the time taken for reflection.
Any odd multiple of f⁰ will then also block the light (3f,5f …)

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19
Q

Fizeau calculation

A

2D/c=1/2f⁰N
N is teeth on cog
c=4Df⁰N

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20
Q

Maxwells theory

A

Mathematically linked electric and magnetic fields discovering electromagnetic waves, showing them to be transverse in nature with the two inphase

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21
Q

Speed of an EM wave

A

c=1/(με)½
This was shown to match recorded values of the speed of light, therefore light must be an EM wave

22
Q

Ηertzs experiment to find EM waves

A

Detecting radio waves with a spark due to a voltage jump across an air gap, this is due to an induced emf from the detector in an oscillating electric field

23
Q

Recording a radio waves wavelength

A

A standing wave was produced by reflecting the radio wave on a metal sheet, the nodes (points where no signal could be detected) where used to find the λ

24
Q

The ultraviolet catastrophe

A

Wave theory predicted the wavelength of blackbody radiation to increase with temperature exponentially, this doesn’t fit with experimental data
Plank solved this problem quantifying the energy with the constant h so that E=hf

25
Photoelectric effect
Showed the particle nature of light as intensity didn't effect electron emission, frequency did Einstein explained this with the photon theory of light, wave packets with energy hf Also there was no delay which was predicted by the wave theory
26
Wave particle duality
Light has both a particular and wavelike nature, this was used for de Broglie to propose all particles mave have a wavelike nature The de Broglie wavelength λ=h/mv
27
Transmission electron microscope
A TEM has 3 lenses Condenser lense use a magnetic field to make a wide parallel beam of electons incident uniformly on a thin sample Objective lenses forms the first image which is magnified amd inverted, by scattered electrons Magnifying lenses can magnify or correct orientation The image is projected in to a fluorescent screen
28
What factors affect the quality of a TEM image
Resolution is dependent on the de Broglie wavelength, a shorter wavelength means greater resolving power, so increasing the speed/energy of the electrons would increase detail of the image Variation in electron speed would decrease the detail of the image, uneven sample width will reduce electrons speed unevenly giving a blurred image
29
The scanning tunnelling microscope
The electrons are considered as a wave of probability, tunnelling current is increased when gap is reduced so can be used to produce an image of the surface The de Broglie wavelength of the electron must be sufficiently long to stretch across the gap giving the electrons a finite probability of crossing the gap
30
Limits of scanning tunnelling microscope
Gap must be less than 1nm so amplitude is similar enoug, too large and the current is negligible Too small a gap could lead to the damage of the tip by collision
31
The Michelson Morley experiment
Trying to observe earth's motion through the ether, and how it affected the speed of light Two perpendicular beams of light should move through the ether at different rates, by splitting a beam of ligh so they are at 90°, tried to observe this difference
32
Expected results of the M-M experiment
The light was EXPECTED to arrive out of phase with fringes of width w Due to the light travelling parallel to the ether wind should move slower, when the equipment was then rotated through 90° the fringed should shift by 0.4w due to the change in direction relative to the ether wind
33
The actual results of the M-M experiment
The interference shifted by 0.05w, the experiment was repeated but the same results where found. This was a NULL result which disproved the ether and showed the speed of light to be invariant (constant)
34
Inertial frame of reference
A system of objects which are moving at a constant velocity relative to eachother
35
Einsteins two postulates
1. the laws of physics, expressed in equations, have the same form in all inertial frames 2. The speed of light in free space is invariant (contradicts wave theory)
36
Special relativity
Special: no acceleration Relativity: motion is relative to the inertial fram you are in
37
Time dilation
As your speed increase, time moves slower. A moving clock will run slower than a stationary clock t⁰
38
Time dilation equation
t⁰/γ where γ²=1/1-(v²/c²) Equation derived by trig with a light clock on a moving train
39
Proper time
Time recorded in the same inertial frame of reference as the thing you are observing (e.g the clock on the train) shown as t⁰ in equations
40
The relativistic factor
Also known as the Lorentz factor in is γ²=1/(1-v²/c²) γ<1 and will tend to infinity as v approaches c
41
Length contraction
When an objective is moving relative to an observer it's observed length in the direction of motion decreases L⁰>L
42
Proper length
Length recorded by observer stationary relative to the object
43
Length contraction equation
L=L⁰(1-v²/c²)½
44
Why can muons be recorded on the earths surface
Time dilation means the muons experience a shorter time than one a person standing on earth would record Length contraction means the length from the muons frame of reference is contracted when compared to L⁰
45
Relativistic mass
Mass increase with speed The proper mass is the rest mass, when v=0
46
Equation for mass
m⁰/(1-v²/c²)½
47
How does relativistic mass limit velocity of objects
Relativistic mass means no object can travel at light speed, if v=c then the mass of the object would be infinite which isn't possible
48
Energy of a moving particle
Total energy= rest energy+ kinetic energy mc²=m⁰c²+KE This shows energy increases with speed
49
Botozzis Experiment
Electons where accelerated through a p.d and then fired across a known distance to an aluminium plate. An oscilloscope was used to record time for the electron to pass across the distance so velocity could be calculated. This also causes the heating of the aluminium plate so energy of electrons could be calculated
50
Botozzis conclusion
When v² was plotted against kinetic energy the graph was not linear as predicted by ½mv² but curved forming an asymptote so when v is great KE≠½mv²
51
Does W=eV then if ½mv² is wrong
Yes as the increase in temperature of aluminium plate equaled eV mcΔθ=eV