Quantum Phenomena Flashcards

(33 cards)

1
Q

Are EM waves transverse or longitudinal

A

Transverse

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2
Q

What phenomenon can be used to show that light can behave as a particle

A

The photoelectric effect

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3
Q

Describe the photoelectric effect

A

When light above a frequency is shone on a metal, electrons are released- these electrons are called photoelectrons

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4
Q

What is the threshold frequency

A

The minimum frequency of required for an electron to be emitted

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5
Q

What is the equation used to determine the energy of a photon

A

E = HF = HC/lamda

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6
Q

Why does a photon need to have a minimum frequency in order to liberate an electron

A

The energy of the photon is determined by its frequency, the photons energy must be greater than the work function in order for the bonds to be broken and an electron to be emitted

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7
Q

If a photon has a frequency higher than the threshold frequency, what would occur

A

The electron would be liberated then the remaining energy would be kinetic energy for the electron

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8
Q

Why cant the threshold frequency be explained by the wave theory

A

It suggests that any frequency of light should be able to cause photoelectric emission as the energy absorbed be each electron will gradually increase

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9
Q

What theory does explain the photoelectric effect

A

The photon model

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10
Q

Name one property of the photon model

A

EM waves travel in discrete packets called photons which have an energy which is directly proportional to frequency

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11
Q

Name another

A

Each electron can absorb a single photon therefore a photoelectron is only emitted if the frequency is above the threshold frequency

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12
Q

What is the definition of work function

A

The minimum energy required for electrons to be emitted from the surface of a metal

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13
Q

What is the definition of stopping potential

A

The potential difference you would need to apply across the metal to stop the photoelectrons with the maximum kinetic energy

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14
Q

What does measuring the stopping potential allow you to find

A

The maximum kinetic energy released

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15
Q

What do electrons in atoms exist in

A

Discrete energy levels

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16
Q

How do electrons gain energy

A

Collisions with free electrons

17
Q

What’s it called when electrons move up energy levels

18
Q

When they gain enough energy to be removed from the atom, what’s it called

19
Q

How can ionisation occur

A

When the energy of the free electron is greater than the ionisation energy

20
Q

What’s will happen when an electron becomes excited

A

It will quickly return to its original energy level and therefore release the energy t gained in the form of a photon

21
Q

What’s a practical use of excitation

A

Fluorescent tube in order to produce light

22
Q

What are fluorescent tubes fulled with

A

Mercury vapour

23
Q

What happens when a voltage is produced

A

It accelerates free electrons through the tube which collide with the mercury atoms causing them to become ionised

24
Q

What’s happened after they’re ionised

A

More free electrons are released which collide with mercury atoms, causing them to become ionised. When they de-excite they release photons, most are within UV range

25
What happens to these photons
They are absorbed by the fluorescent coating on the inside of the tube, the electrons in the atoms of the coating become excited and de-excite releasing photons of visible light
26
What is the definition of an electron volt
The energy gained by one electron when lasting through a potential difference if one volt
27
How do you convert ev to J
X1.6x10^-19
28
What do you get when you pass the light from a fluorescent tube through a diffraction grating
Line spectra
29
What does each line represent in the line spectra
A different wavelength of light emitted by the tube
30
Why is it just discrete values of wavelength
The only photon energies emitted will correspond to these wavelengths
31
What is the line spectra evidence for
The electrons in atoms only transition between discrete energy levels
32
Equation for line spectra
E=hf so hf= E1-E2
33
What did debroglie hypothesise
If light was shown to have particle properties, particles should have wave-like properties