- 2075 Baisakh · 8 marks
Absorption, scattering and bending losses
Short answer
Fibre attenuation arises from absorption (OH⁻ ions at 1380 nm, UV/IR tails), scattering (Rayleigh ∝ 1/λ⁴, dominant below 1.3 µm) and bending losses (macrobending leaks light in sharp curves, microbending from random core deviations). Low-loss windows at 1310 and 1550 nm minimise these combined effects.
Discuss loss or signal attenuation in an optical fiber with respect to absorption, scattering and bending losses.
Attenuation (signal loss) in an optical fibre is the decrease of optical power with distance. It limits the repeater spacing and is expressed in dB/km:
α (dB/km) = (10/L) · log10(Pin/Pout)
loss
dB/km
|\
| \ Rayleigh OH peak
| \ (1/λ⁴) /\ IR
| \ / \ absorption
| \____ ________/ \_____ /
| \/ \___\__/
+----+--------+--------+--------+---> λ (nm)
850 1310 1380 1550
The low-loss windows at 850, 1310 and 1550 nm come from the combination of the losses below.
1. Absorption losses
Light energy is absorbed by the glass and converted to heat.
- Intrinsic absorption: by the pure silica itself; electronic absorption in the ultraviolet and molecular vibration absorption in the infrared (beyond ~1.6 µm). It sets the long-wavelength limit.
- Extrinsic absorption: by impurities such as transition metal ions (Fe, Cu, Cr) and especially OH⁻ (water) ions, which give absorption peaks near 950, 1240 and 1380 nm.
- Atomic defect absorption: defects in the glass structure, e.g. caused by radiation.
2. Scattering losses
Light is scattered out of the guided path by small non-uniformities in the glass.
- Rayleigh scattering: by density and composition fluctuations much smaller than λ; loss ∝ 1/λ⁴. It is the dominant loss at short wavelengths and the main reason long links use 1310 and 1550 nm.
- Mie scattering: by larger imperfections (core–cladding irregularities, bubbles), reduced by careful manufacture.
- Non-linear scattering (stimulated Brillouin and Raman) appears only at high optical power.
3. Bending (radiation) losses
- Macrobending: bends with radius much larger than the fibre diameter (e.g. cable round a corner). On the outer side of a sharp bend the ray angle falls below the critical angle, so light leaks into the cladding. Loss rises steeply once the bend radius goes below a critical value.
- Microbending: small random bends of the fibre axis (µm scale) caused by uneven cabling pressure or temperature changes. They couple light from guided to radiating modes.
Bending loss rises exponentially when the bend radius falls below a critical radius (for multimode fibre Rc ≈ 3n1²λ / (4π(n1² − n2²)^(3/2))). Microbending is reduced with soft-plus-hard dual coatings and loose-tube cables, macrobending by keeping cables above their minimum bend radius.
Summary
| Loss | Mechanism | Remedy |
|---|---|---|
| Intrinsic absorption | UV/IR absorption by silica | Work at 1.3–1.6 µm |
| Extrinsic absorption | OH⁻, metal ions | Purer, dry glass |
| Rayleigh scattering | Density fluctuations, ∝ 1/λ⁴ | Longer wavelength |
| Macrobending | Sharp curves | Keep radius large |
| Microbending | Small axis deviations | Good coating, cabling |
✓ Answer checked by Claude Opus 5.5 (high effort)
Related questions
- Short note: Optical fiber loss · Propagation and Antenna, chapter 6
- Microscopic and macroscopic bending losses · Propagation and Antenna, chapter 6
- Dispersion and attenuation in optical fibre · Propagation and Antenna, chapter 6
- Optical sources and fibre losses · Propagation and Antenna, chapter 6 · asked 2×
- Fibre losses; multimode vs single mode · Propagation and Antenna, chapter 6
- Types of optical fibre: construction and propagation · Propagation and Antenna, chapter 6 · asked 2×
- Optical fiber, NA, single vs multimode · Engineering Physics, chapter 6
- Optical fiber and its advantages · Basic Electronics Engineering, chapter 5 · asked 5×
- Derive numerical aperture of optical fiber · Engineering Physics, chapter 6 · asked 4×
- Advantages of optical fiber over copper · Instrumentation II, chapter 5 · asked 3×