Cathode Rays Flashcards

1
Q

What caused a cathode ray

A

Electrons released by thermionic emission and repelled from cathode to anode

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2
Q

Why does increasing pd between the filament and metal plate (slit) reduce electron diffraction

A

Increase pd increase the speed, which decreases de Broglie wl, so diffracted less and rings become smaller

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3
Q

Why is light emitted from the discharge tube

A

Recombination : Ions ( due to high voltage) and electrons recombine and emit photons
-de-excitation : electrons that were pulled out of the gas atoms exite gas atoms by collision

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4
Q

Why is low pressure required to emit light

A

-so that the ions and electrons are widely spaced
-so that positive ions and electrons aren’t stopped by the gas atoms. So they are accelerated + gain enough ke to exite

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5
Q

What happens when high voltage is applied to the tube and how does it allow conduction

A

-electrons pulled out of the gas atoms forming positive ions
- these electrons collide with other gas atoms and cause ionisation
These ions hit the cathode releasing more electrons
-Conduction due to electrons and positive ions
-

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6
Q

What is Meant by thermionic emission

A

Filament is heated up using electric current, this causes emission of (conduction) electrons from the heated metal surface or filament/cathode
Word done on electron = eV

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7
Q

Explain why the filament wire and the metal plates must be in an evacuated tube.

A

Electrons would collide (scattered or absorbed) by gas atoms

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8
Q

Explain why specific charge depends on the type of the gas

A

-Charge on ion does not depend on type of gas
-mass of ion depends on type of gas

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9
Q

What is the speed for an electron in an electron beam passing the anode

A

eV = 1/2mv^2

So v = sqrt(2eV/m)

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10
Q

State and explain the effect on the beam of electrons of increasing the filament current

A
  • speed or ke of electrons would increase
    -because the electrons in the filament are attracted to the anode with a greater acceleration
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11
Q

Explain why electrons have to be mono-energetic in order for them to emerge in certain directions only ( electron diffraction)

A

-Electrons In the beam must have the same WL
-as electrons with different WL would diffract by different amount for the same WL

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12
Q

Why does a plate with constant potential difference cause electrons to move downwards to positive plate with increasing angle

A

When a pd is applied, an electric field is created from the positive terminal to negative.
-This creates a force that acts vertically downwards on electrons
- vertical (component) of velocity increases
-horizontal (component of) velocity unchanged ( so angle to initial direction increases.

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13
Q

Explain why electrons move in a circular path at constant speed in a magnetic field

A

-(magnetic) field is perpendicular to velocity. So centripetal
-no work is done on each electron by magnetic force so ke (or speed) is constant
-magnitude of (magnetic) field is constant as speed is constant
-so electrons move in circular path of radius r

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14
Q

What is the acceleration of an electron in a electric field

A

a = F/m = eV(p)/md
Force/mass = charge x plate potential / (mass x distance between plates)

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15
Q

What’s the projectile motion equation for an electron in an electric field?

A

y = 1/2 at^2 where y is the vertical distance travelled as initial vertical speed = 0

Horizontal distance = horizontal speed (constant) x time

If speed of electron is increased by increasing the anode voltage, time is smaller so deflection by electric field is less

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16
Q

Balanced fields between plates

A

eV(p) / d = Bev

So v = V(p)/Bd

17
Q

3 Methods used to work out specific charge

A

-use magnetic field (fine beam tube)
-using r = mv / Be
-using e/m = v/ Br

18
Q

Determination of e/m with electric field

A

T = L/v use this to find time

y = 1/2 at^2 so a = 2y/t^2 use the time from previous and y to find a

And since a = eV(p)/md.
e/m = ad/V(p)

19
Q

Determination of e/m with magnetic field only

A

Known speed = v
Rd
Radius = r
Known flux density = B

r = mv/Be gives e/m = v/Br

20
Q

Determination of e/m using fine beam tube

A

-strong the field, smaller the circle
-Find out what v equals in a magnetic field
r = mv/ Be … so v = Ber/m
So 1/2 mv^2 = eV(a)
-Using v to find ke and = to work done
1/2m(Ber/m)^2 = eV(a)

Make e/m subject = 2V(a)/(B^2r^2)

21
Q

How can you use a graph to find e/m

A

r = k/B where K = Br = (2mV(a)/(e))^0.5

r against 1/B gives straight line with gradient K

e/m = 2V(a) / (k)^2

22
Q

How is B and V(a) calculated for determining e/m

A

B is measured by a hall probe without the tube present
-V(a) is measured using a voltmeter connected across a high voltage supply unit

23
Q

Thompson experiment for e/m

A

-Electrons accelerated by electron gun

F = Bev F= Ee

So Bev = Ve/d 1. v = V/Bd

  1. Using 1/2mv^2 = eV(a)
  2. v^2 = 2eV(a)/m

Plug 1. Into 3. And get

V^2/B^2d^2 = 2eV(a)/m

Rearrange and get e/m = V^2/(2B^2d^2V(a))

24
Q

Significance of Thomsons determination of e/m

A

Before 1895… hydrogen ion was known to have the largest specific charge of 9.6x10^7
- electron specific charge 1860 x larger than hydrogen ion
-couldn’t tell if electron had a smaller mass as charge wasn’t discovered till 1915

25
Q

What was the aim of Milikan’s experiment

A

To determine the charge of the electron

26
Q

What forces are acting on the droplet when stationary in Milikan’s experiment

A

Gravity and Electric force

QV(p)/d = mg

Q = mgd/V(p)

27
Q

In Milikan’s experiment, what should the top plate charge be

A
  • for a negatively charged droplet, the polarity of the top plate should be positive and vice versa
28
Q

I’m Milikan’s experiment explain the journey of a falling droplet with no electric field

A
  • Droplet accelerates and reaches terminal velocity when weight = drag force
  • greater the weight, the greater the terminal speed
29
Q

What is Stokes law

A

F = 6(pi)(ň)rv

30
Q

How do you use Stoke’s law to work out radius of the droplet

A

mg = 6(pi)(ň)rv

(4/3)(pi)r^3pg = 6(pi)(ň)rv

r^2 = (9(ň)v)/(2pg)

31
Q

How did Millikan use r to determine the charge on an electron

A

Use the radius to determine the mass.
-Able to calculate weight
-He knew the pd required for an object to remain stationary
-therefore mg = QV(p)/d

32
Q

Summary of Milikan’s experiment
-Determine the radius of the droplet
— how measurements made are used
-How the electronic charge can be deduced

A

-Millikan dropped oil droplets through a plate with zero potential.
-As the droplets accelerate, drag force increases till the droplets reach terminal velocity
-Measure the terminal speed where
mg = 6(pi)(ň)rv + buoyancy force
-Calculate r where ň, p and g are known r^2 = (9(ň)v)/(2pg)
-Use r to calculate m
-Apply a pd between the plates and a just until droplet is stationary
- QV(p)/d = mg and calculate Q
-number of measurements for Q
-Q is the lowest denominator of the charge of droplets
-

33
Q

Significance of Milikan’s experiment

A

-Able to calculate msss of each drop and charge.
- Found charge Q was always a whole number multiplied by 1.6x10^-19
—Showed electric charge is quantised in whole number multiples of 1.6x10^-19
-Concluded charge of an electron is 1.6x10^-19 and whole number n corresponds to how many electron on the droplet are responsible for the charge