LASERS AND FIBRE OPTICS - Flashcards (Question and Answer)

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Question and answer flashcards covering key concepts from lasers and optical fibres, based on the provided notes.

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30 Terms

1
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What are the four main characteristics of laser light?

Monochromatic, highly coherent, highly directional, and can be sharply focused.

2
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Name the three basic interaction mechanisms of radiation with matter discussed in the notes.

Absorption, spontaneous emission, and stimulated emission.

3
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Under what condition does absorption occur between two atomic levels E1 and E2?

Absorption occurs when E2 − E1 = hf (the photon energy matches the energy difference).

4
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Define population inversion.

A non‑equilibrium condition where the upper energy state is more populated than the lower one: N2 > N1.

5
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State the Boltzmann relation for the ratio N2/N1 at temperature T.

N2/N1 = exp[−(E2−E1)/(kT)] = exp[−hf/(kT)].

6
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What are Einstein coefficients in radiation interactions?

A21: spontaneous emission; B12: induced absorption; B21: stimulated emission.

7
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Give the rate expressions for absorption, spontaneous emission, and stimulated emission.

Rate of absorption ∝ B12 N1 If; rate of spontaneous emission ∝ A21 N2; rate of stimulated emission ∝ B21 N2 If.

8
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At thermal equilibrium, what is the relationship between absorption and emission rates?

B12 N1 If = A21 N2 + B21 N2 If.

9
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What is the common relation between B12 and B21?

B12 = B21.

10
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How are A21 and B21 related to the spectral energy density at equilibrium?

A21 B21 = 8πh f^3 / c^3, and If = (8πh f^3 / c^3) / (e^{hf/(kT)} − 1). Also B12 = B21.

11
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Why is population inversion essential for laser action?

It makes the rate of emission exceed the rate of absorption, enabling net amplification via stimulated emission.

12
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What are the three essential components of a laser system?

Pumping system, lasing medium (active medium), and a resonant/optical cavity.

13
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In the He–Ne laser, which energy level pair in Neon forms the lasing transition, and how is inversion achieved?

Lasing transition is Ne E2 → E1. Inversion is achieved by energy transfer from excited Helium (E3) to Ne (E2), with E3 metastable and E1→E0 decaying quickly.

14
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Describe the lasing transition and inversion mechanism in a ruby laser.

Lasing occurs from Cr3+ energy level E2 to E1 (Cr-doped Al2O3). Population inversion is achieved at E2, pumped to higher levels (E3) and relaxations populate E2.

15
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What is the active medium in a semiconductor laser and how is it driven to lase?

A heavily doped p–n junction diode; forward bias injects carriers, recombination yields stimulated emission, end faces act as mirrors.

16
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What are the key features of a semiconductor (injection) laser?

P–N junction as gain medium, high current density to achieve population inversion, highly polished end facets forming a resonator, one facet partially reflecting.

17
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List three common applications of lasers mentioned in the notes.

Barcode scanners, laser printers, and laser cooling (Doppler and Sisyphus cooling).

18
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What is the principle behind laser cooling and its two main types?

Dissipative light forces reduce kinetic energy of atoms; two types are Doppler cooling and Sisyphus cooling.

19
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What is an optical fibre made of?

A core (n1) with higher refractive index surrounded by cladding (n2 < n1) and a protective jacket.

20
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What is total internal reflection and why is it crucial for optical fibres?

Reflection that occurs when light in a denser medium hits a boundary at an angle above the critical angle, enabling guided light with many reflections along the fibre.

21
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Define numerical aperture (NA) and its relation to the acceptance angle.

NA = n0 sin θ0; it measures light‑gathering ability; for air (n0 ≈ 1), NA ≈ sin θ0 and typical acceptance angles are ~5° (single‑mode) and 10–15° (multimode).

22
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Define Δ (fractional refractive index change) and its relation to NA.

Δ = (n1 − n2)/n1; for small Δ, NA ≈ n1√(2Δ) (approximate relation between NA and core–cladding contrast).

23
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What is skip distance in optical fibres?

The distance between successive internal reflections of a ray inside the fibre.

24
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Name the three main types of optical fibres described.

Single‑mode step‑index, multimode step‑index, and multimode graded‑index (GRIN).

25
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What is the normalized frequency V and its significance?

V = π d/λ · sqrt(n1^2 − n2^2); number of supported modes scales ~2V^2 for V >> 1; single‑mode when V is small (≈ below 2.405).

26
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State the material dispersion expression given (D_m).

D_m = [λ (Δλ) / (c L)] · (d^2 n / dλ^2).

27
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Identify the three distortion mechanisms in optical fibres.

Material dispersion, waveguide dispersion, and intermodal dispersion.

28
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What are the main attenuation mechanisms in optical fibres?

Absorption by impurities and intrinsic material, scattering from inhomogeneities, and other losses such as bends (micro and macro).

29
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What is fibre optic networking?

A telecommunication network using optical fibre as the transmission medium with optical nodes and light paths.

30
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What is optical communication?

Transmission of information using light to carry the signal through a channel (fibre) from transmitter to receiver.