Particle Model Of Light Flashcards

1
Q

Quantum

A

Is a discrete (individual or separate) amount

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2
Q

Photon

A

Is a quantum (particle) of light energy

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3
Q

Black body

A

Is an object that perfectly absorbs all energy that contacts it when it is cool and emits (radiates) all wavelengths of light when hot

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4
Q

Threshold frequency

A

Each metal has its own certain frequency where electrons are emitted at or above this frequency

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5
Q

Intensity

A

When the intensity of light is increased the current of electrons will increase= increased photo current

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6
Q

At threshold frequency

A

The energy of the photon is equal to the work function so the kinetic energy of the emitted electron is zero

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7
Q

Smallest work function

A

Requires the least amount of energy to eject an electron, leaving more for kinetic energy

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8
Q

Photocurrent

A

The flow of electron charge in a photoelectric cell

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9
Q

Photoelectron

A

An electron ejected out of a metal By an incoming photon that has enough energy to knock it out of its position

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10
Q

Photoelectric supports particle nature of light

A

A wave could release electrons by heating metal, but not instantaneously. A collision between particles could be an instantaneous release if the energy of the particle is greater than the work required to release the electron

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11
Q

Compton effect vs photoelectric effect

A

The photoelectric effect ejects one electron per incoming photon, the Compton effect ejects one electron plus a lower energy X-ray

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12
Q

Joule in base units

A

J= kgm2/s2

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13
Q

Plancks constant in base units

A

h=kgm2/s

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14
Q

Photons have a mass equivalent to:

A

E=mc2

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15
Q

Energy of black body

A

Depends on its temperature not the material it’s made from

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16
Q

Black body curve- temperature increases

A

As the temperature increases the maximum brightness (peak wavelength) increases and more radiation is emitted at higher frequencies

17
Q

Wave theory

A

Predicted that the intensity of the radiation would increase as the black body absorbed more energy and the frequency increased
At high frequencies (short wavelengths) the intensity would be infinite, oscillators vibrate at any frequency and can absorb energy at high frequencies

18
Q

Classical theory

A

Said energy is continuous, a continuous stream of waves and more waves emitted would mean larger amplitude

19
Q

Ultraviolet catastrophe

A

Is the failure in the classical physics theory at the short wavelengths. Prediction that a hot object would emit its energy most effectively at short wavelengths- this was FALSE

20
Q

Quantum theory

A

Energy is not continuous but could only be absorbed or emitted as discrete bundles of quantized energy

21
Q

Max Planck

A

Developed new idea to explain blackbody radiation, as the classical prediction and experimental observation by Planck contradicted

22
Q

Plancks explanation

A

Walls of the black body contain a bunch of little oscillators which absorb and emit radiation, each oscillator can only have an energy which is an integer multiple of a quanta.
Oscillators at the low energy is more likely than the High energy

23
Q

Photon model of light

A

Einstein said all EMR travels as photons=quantized, energy is related to frequency, intensity is related to brightness

24
Q

Millikan

A

Discovered there was a linear relationship between Ek and f.
Slope = h
Yintercept = W
X intercept= threshold frequency

25
Gilbert Lewis
Introduced the term photon
26
Einstein
Suggested that light itself was quantized
27
Discovery of photoelectric effect
Hertz saw that cathode rays (or electrons) began to flow from the cathode to the anode even though the tube was not turned on, due to a high frequency external light source
28
Photoelectric results
1. Shows effect only if incident light is above threshold 2. different metals have different thresholds 3. Once at threshold photoelectric current is instantaneous 4. increasing frequency does not affect #of electrons 5. increasing intensity increasing number of electrons 6. increasing frequency increases Ek
29
Work function
Energy required to overcome the binding energy with the metal surface
30
Ek formula
Ek= Ephoton - Work
31
Millikans experiment
Set up photoelectric tube so that a reversed voltage could be applied across the anode and cathode which would stop the ejected photoelectrons from reaching the anode Necessary voltage= stop voltage Ek= electric potential energy
32
Discovery of X-rays
Wilhelm roentgen, used barium platinocyanide which emits visible light when illuminated with ultraviolet light, X-rays were part of EMR spectrum
33
Produce X-rays
The rapid deceleration of electrons as they strike the anode of a cathode ray tube
34
Wave characteristics of X-rays
X-rays can penetrate opaque objects, and can be diffracted by crystals
35
Photon characteristics of X-rays
X-rays will ionize gas, X-rays will cause electron emission, X-rays affect photographic plates
36
Arthur Compton
If photons have energy do they have momentum, h/wavelength. | Bombarded electrons with X-rays (elastic collision) conservation of energy and momentum
37
Compton effect
A photon of electromagnetic radiation can be regarded as a particle with a definite momentum and energy