C13 (Quantum Physics) Flashcards

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1
Q

Einstein proposed that although light exhibits wave-like properties, it travelled…

A

It travelled in particles called photons

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2
Q

Photons contain discrete “energy packets” called..

A

Quanta

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3
Q

The energy of each quanta depends on what?

A

Depends on the frequency of the light

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4
Q

What has the development of quantum physics led to

A

Understanding how we can use different models to describe EM radiation
E.g use the photon model to explain how EM radiation interacts with matter, and the wave model to explain its propagation through space.

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5
Q

The energy of each photon is directly proportional to what

A

To its frequency

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6
Q

Equation for the energy of a photon

A

E= hf

h- planks constant (6.63x10^-34)

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7
Q

The general speed of a wave through a vacuum

A

3x10^8

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8
Q

Equation for energy of a photon (mixed with the wave speed equation)

A

E= hc / lamdar

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9
Q

Energy of photon is inversely proportional to

A

Wavelength

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10
Q

Instead of using joules we often use another unit when measuring energies at a quantum scale

A

The electron volt (eV)

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11
Q

1 eV is equal to what

A

1.60x10^-19

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12
Q

Electrical energy equation

A

Ee=eV

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13
Q

How can you work out planks constant

A

Do a simple experiment with LEDs to determine a value for the plank constant by considering the energies of the photons they emit.

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14
Q

What is photon electric emission

A

The release of an electron when a photon of light hits the metal surface the electron is on.

Ultra violet light causes the zinc to emit electrons (releases more than visible light as it has a shorter wavelength and a higher frequency, and therefore more energy).

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15
Q

Work function

A

The amount of energy needed to release an electron from a metal
(Generally, work functions are lower for more reactive metals).

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16
Q

Photon energy equation (involving work function)

A

Photon energy= work function + KE of electron

17
Q

Equation for work function (when KE=0)

A

E= work function = h x fo

fo (min freq required to release an electron)

18
Q

Equation for max KE

A
Ek= hf -work function 
Ek= hf - hfo
19
Q

Conclusions for photoelectric effect (4):

A
  • For given metal no photon electrons are emitted if the radiation has a frequency below a certain value (the threshold frequency).
  • The maximum KE of photoelectrons is unaffected by the intensity of radiation
  • The number of photoelectrons emitted is proportional to the intensity
  • The max KE of photoelectrons increases with the frequency of the radiation
20
Q

Wave properties of particles (what did De Broglie suggest):

A

De Broglie suggested that all particles could behave as waves. He deduced that a particle has a wavelength, and it was dependent on only the momentum of the particle.

21
Q

De Broglie equation

A

Wavelength = h / p = h / mv

22
Q

Evidence of wave like properties of light

A

Diffracts
Refracts
Reflects
Polarisation

23
Q

Evidence of particle like properties for light

A

Photoelectric effect

Reflection