Quantum theory Flashcards

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1
Q

How does Young’s Double Slit experiment provide evidence for the wave model of light

A

Young observed interference patterns that were similar to those seen in water waves

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2
Q

Describe light waves

A

Light is an electromagnetic wave produced by an oscillating electric charge that produces mutually perpendicular oscillating electric fields and magnetic fields

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3
Q

Explain the concept of black-body radiation

A

The radiation emitted by a black body from the conversion of thermal energy; a black body is a perfect absorber or emitter of radiation

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4
Q

Identify that black body radiation provides evidence that electromagnetic radiation is quantised into discrete values

A

Wave-based theories predicted that energies from black bodies would increase to infinity which contradicted observations. Max Planck came up with an equation where light was quantised and this matched observations

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5
Q

Describe concept of a proton

A

A photon is a quantum (smallest discrete amount of electromagnetic radiation. It is a type of elementary particle (a gauge boson) that is the force carrier for the electromagnetic force

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6
Q

Describe the photoelectric effect in terms of a photon

A

The photoelectric effect is the emission of photoelectron from a clean metal surface due to an interaction with a photon. the photon model explains the existence of a threshold frequency for each metal and why brighter light results in a higher photoelectric current

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7
Q

Define the term threshold frequency

A

The minimum frequency of a photon that can eject an electron from a surface

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8
Q

Define planck’s constant

A

Planck’s constat is a fundamental constat used in quantum mechanics. Symbol, h and SI unit- Js

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9
Q

Define “work function”

A

The minimum energy required to remove an electron from a solid. Symbol, W and SI unit J

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10
Q

Recall the characteristics of a photon

A

Photons exhibit the characteristics of both waves and particles

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11
Q

Describe Rutherford’s model of the atom

A

The atom is a mostly empty space with a tiny very dense positively charged nucleus surrounded by even tinier, much lighter, negatively charged electrons

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12
Q

What are the limitations of the rutherford model?

A

Rutherfords model has electrons in circular orbits. Electrons changing velocity should emit energy meaning the electrons should spiral inwards towards the nucleus. rutherfords model also allowed electrons to have any energy, and thus light produced by atoms would have a continuous spectrum opposed to the emission spectra observed

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13
Q

Describe the Bohr model of the atom

A

In the Bohr model, electrons move in circular orbits using the electrostatic force of attraction with the nucleus to maintain the orbit. A number of allowable orbits of different radii exist for each atom and are labelled n = 1, 2, 3, etc. Electrons can occupy these orbitals. An electron does not radiate energy while in an orbital but can absorb energy to jump to higher orbits and emit energy to jump to lower orbits

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14
Q

How did Bohr model address limitations of Rutherford model

A

Electrons do not emit energy when a stable orbital and absorption and emission spectra result from electrons jumping between energy levels

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15
Q

How does Bohr model of hydrogen explain its emission spectra

A

the Bohr model integrates light quanta and electron energy levels. the emission spectrum for hydrogen shows that hydrogen electrons can only occupy specific energy levels and emit light of specific quanta

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16
Q

Describe wave-particle duality of light and identify evidence

A

Light exhibist wave properties of diffraction, interference and polarisation. light also has particle properties that explains the photoelectric effect and Compton scattering which showed light has momentum. when light interacts with light, it displays wave properties and when light interacts with matter, it has particle properties

17
Q

What is Planck’s equation for the energy of a quantum of light

A

E= hf where h is plancks constant and f is the frequency of light in Hz

18
Q

What is the formula for the maximum kinetic energy of a photoelectron

A

Ekmax= hf- W where W is the work function of the metal, W can be measured in J or EV so convert planck’s constant

19
Q

What is the formula for Work Function

A

W= hf (subscript o), where f subscript o is the threshold frequency to eject an electron for a particular metal

20
Q

What is DeBrogiles equation

A

Landa= h/mv where p=mv
All particles in matter can display wave properties and can be calculated with this equation

21
Q

Recall the formula describing the condition for an electron to form a standing wave as an orbit of a nucleus

A

n*wavelength= 2pi(r)
n is an integer for the principal quantum number or energy level and r is the radius of the orbital in meters