Chapter 12.1 Flashcards

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1
Q

Quantum

A

A bundle of light

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2
Q

Formulas for momentum of photons

A

p = E/c = hf/c = h/λ

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3
Q

Photoelectric effect

A

The phenomenon in which light incident on a metallic surface causes electrons to be emitted from the surface

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4
Q

Photo-surface

A

The metallic surface that light is incident on

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5
Q

Stopping voltage

A

The voltage at which the current in a device investigating the photoelectric effect becomes zero

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6
Q

Why is the stopping voltage in the photoelectric effect significant?

A

Gives the maximum kinetic energy of emitted electrons, eVs

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7
Q

True or false? Stopping voltage is dependent of the intensity of the light source

A

False. Stopping voltage is independent of intensity

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8
Q

Four observations from photoelectric effect experiment

A
  1. The intensity of light does not affect the energy of the emitted electrons
  2. The electron energy depends on the frequency of the incident light
  3. There is a certain minimum frequency below which no electrons are emitted
  4. Electrons are emitted with no time delay
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9
Q

Quanta

A

Bundles of energy and momentum

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10
Q

Formula for energy of a quantum

A

E = hf

h = 6.63 x 10^(-34)

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11
Q

Work function

A

The amount of energy an electron spends to free itself from the pull of the nuclei of the atoms of a photo-surface

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12
Q

Formula for maximum kinetic energy of an electron emitted from a photo-surface

A

Emax = hf - Φ

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13
Q

Pair annihilation

A

The process where a particle collides with an anti-particle and forms two photons

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14
Q

Pair creation

A

When a single photon is produced in the presence of a nucleus from pair annihilation

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15
Q

Formula for longest wavelength of particles emitted from particle annihilation

A

λ = (hc)/(mc^2)

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16
Q

Angular momentum formula

A

mvr = (nh)/(2π)

17
Q

Formula for electron energy in a hydrogen atom

A

E = -13.6/n^2 eV

18
Q

Wavefunction

A

The wave in Schrödinger’s theory, which is a function of position and time

19
Q

Heisenberg uncertainty principle

A

It is not possible to measure simultaneously the position and momentum of a particle with indefinite precision

20
Q

Heisenberg formula for finding uncertainty in position and momentum

A

∆x∆p ≥ h/4π

21
Q

Heisenberg formula for finding uncertainty of energy and time

A

∆E∆t ≥ h/4π

22
Q

Three factors that affect probability of tunneling

A

Mass of particle
Width of barrier
∆E between barrier and particle