Nano-Optics Flashcards

1
Q

How do we treat free electrons in a metal?

A

plasma (highly ionised gas)

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2
Q

What kind of motion do we see for electrons in a metal when a field is applied?

A

oscillatory motion (resonance)

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3
Q

State the constitutive relation.

A

D(ω) = ε_0 E(ω) + P(ω)
free space response
material response

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4
Q

Describe the situation in the Drude-Sommerfeld model.

A

damped oscillations, free electron gas

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5
Q

What is the aim of the Drude-Sommerfeld and Lorentz models?

A

Obtain an expression for the relative permittivity of the electron gas for a given frequency.

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6
Q

Describe the situation in the Lorentz oscillator model.

A

Forced, damped oscillations, bound electrons

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7
Q

In what situations are the Lorentz and Drude models accurate.

A

Lorentz: small wavelengths, high E
Drude: long wavelengths, low E

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8
Q

What kinds of particles are required for surface plasmon resonance?

A

metal nanoparticles smaller than the wavelengths of incident light

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9
Q

Which model is used to describe surface plasmon resonance?

A

Drude.

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10
Q

State the condition for surface plasmon resonance.

A

Re(ε) = -2ε_m -> the polarisability goes to infinity

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11
Q

Describe the scattering effect in surface plasmon resonance.

A

the scattered field is the same as the field generated by the dipole.

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12
Q

Describe the absorption in surface plasmon resonance.

A

The metal nanoparticles produce strong absorption at resonance frequency. It is associated with the generation of heat or lower-E photons. Can be used to categorise radius of particles.

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13
Q

Describe the extinction coefficient.

A

σ_ext = σ_scatt + σ_abs

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14
Q

Describe Plasma Frequency.

A

natural resonant frequency of the gas when it is displaced from its equilibrium position and the force is removed.

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