12 Quantum Physics Flashcards

12 Quantum Physics

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1
Q

energy of photon

A

E = hf = h(c/λ)

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2
Q

evidence for light as wave

A

light exhibits wave phenomena such as diffraction and interference

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3
Q

what is the photoelectric effect

A

When light above a certain frequency is shone on a metal plate electrons are emitted.

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4
Q

the KE of emitted photoelectrons depends on

A

the frequency of the EM radiation

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5
Q

What is the threshold frequency (f0)?

A

the minimum frequency of light needed for giving electrons enough energy to escape the metal surface

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6
Q

electrons are only ejected when the frequency of the light is above f0, why does this support the particle theory of light?

A

one electron interacts with one photon particle, so each photon needs to have enough energy

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7
Q

explain why stopping voltage is a direct way of measuring KEmax (eVs = KEmax)

A

E = qV = eV

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8
Q

define de Broglie wavelength

A

λ = h/p = h/mv = h/√2MeV
De Broglie wavelength is the wavelength associated with a moving particle

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9
Q

show that angular momentum is quantized

A

for an electron to exist in an atom only whole de Broglie wavelengths are allowed:
2πr = nλ = n(h/mv)
mvr = n(h/2π)

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10
Q

what can the Schrodinger wave function (Ψ) tell us?

A

The square of the wavefunction (Ψ²) gives the probability of finding the particle in a region

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11
Q

define photon

A

quantized packets of energy

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12
Q

equation for the photoelectric effect

A

Ephoton = Eelectron = hf = KEmax + φ

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13
Q

explain the photoelectric effect

A

Light consists of photons with energy E = hf. If the energy of the photon is large enough, it gives the electron enough energy to escape from the surface (φ). Any extra energy is retained be the electron as KE.

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14
Q

the number of emitted photoelectrons depends on

A

the intensity of the EM radiation

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15
Q

E = hf = KEmax + φ
Why does it say maximum KE?

A

if electrons are buried deeper inside the metal → larger work function φ → smaller KE

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16
Q

Once f > f0 electrons will almost instantaneously be ejected even with low intensity, why does this support the particle theory of light?

A

a single electron instantaneously absorbs the energy of a single photon particle instead of taking time for wave energy to build up

17
Q

what’s the relationship between the photoelectric current and the itensity of the radiation incident on the surface of the metal?

A

proportional; intensity proportional to the number of photons striking the metal per second, thus the number of electrons emitted per second