Volume and Surface Scattering of Fibers

Slides:



Advertisements
Similar presentations
Light Waves and Polarization Xavier Fernando Ryerson Communications Lab
Advertisements

Chapter 1 Electromagnetic Fields
Lecture 8: Reflection and Transmission of Waves
Chapter 2 Optical Fibers: Structures, Waveguiding & Fabrication
BIOP – Center for Biomedical Optics and New Laser Systems Light scattering from a single particle Peter E. Andersen Optics and Fluid Dynamics Dept. Risø.
PROPAGATION OF SIGNALS IN OPTICAL FIBER 9/13/11. Summary See notes.
Chapter Fifteen: Radio-Wave Propagation
Now that we have determined the solutions to the differential equation describing the oscillations of the electric and magnetic fields with respect to.
The Propagation of Light
Surface Plasmon Spectroscopy Lokanathan Arcot Department of Forest Products Technology School of Chemical Technology Aalto University.
Chapter 22: Electromagnetic Waves
Lecture 3 Optical fibers
c = km/sec I F = I 0 x (cosθ) 2.
Photonic Ceramics EBB 443-Technical Ceramics Dr. Sabar D. Hutagalung School of Materials and Mineral Resources Engineering Universiti Sains Malaysia.
Fiber-Optic Communications James N. Downing. Chapter 2 Principles of Optics.
Light Scattering Rayleigh Scattering & Mie Scattering.
The Ray Vector A light ray can be defined by two co-ordinates: x in,  in x out,  out its position, x its slope,  Optical axis optical ray x  These.
Electromagnetic Waves Electromagnetic waves are identical to mechanical waves with the exception that they do not require a medium for transmission.
Optical Fiber Communications Week-3 1Bahria University.
Reflection and Refraction of Plane Waves
1 Stephen SchultzFiber Optics Fall Optical Fibers.
3: Interference, Diffraction and Polarization
EE3321 ELECTROMAGNETIC FIELD THEORY
Chapter 33. Electromagnetic Waves What is Physics? Maxwell's Rainbow The Traveling Electromagnetic Wave, Qualitatively The Traveling.
Review: Laws of Reflection and Refraction
K L University By G.SUNITA DEPARTMENT OF PHYSICS.
Service d’Électromagnétisme et de Télécommunications 1 1 Attenuation in optical fibres 5 ème Electricité - Télécommunications II Marc Wuilpart Réseaux.
Radiative Transfer Theory at Optical and Microwave wavelengths applied to vegetation canopies: part 2 UoL MSc Remote Sensing course tutors: Dr Lewis
Pat Arnott, ATMS 749 Atmospheric Radiation Transfer CH4: Reflection and Refraction in a Homogenous Medium.
PROPAGATION OF SIGNALS IN OPTICAL FIBER 9/20/11. Light Characteristics Particle Characteristics Light has energy Photons are the smallest quantity of.
1 ECE 480 Wireless Systems Lecture 3 Propagation and Modulation of RF Waves.
Attenuation by absorption and scattering
Scattering by particles
Intermode Dispersion (MMF)
§2 Optical Fibres – a brief introduction Anatomy of a Fiber Cable Fig. 2.1: Anatomy of a fiber.
Average Lifetime Atoms stay in an excited level only for a short time (about 10-8 [sec]), and then they return to a lower energy level by spontaneous emission.
Fundamental of Optical Engineering Lecture 7.  Boundary conditions:E and T must be continuous.  Region 1:
Measurements in Fluid Mechanics 058:180:001 (ME:5180:0001) Time & Location: 2:30P - 3:20P MWF 218 MLH Office Hours: 4:00P – 5:00P MWF 223B-5 HL Instructor:
From Principles of Electronic Materials and Devices, Third Edition, S.O. Kasap (© McGraw-Hill, 2005) These PowerPoint color diagrams can only be used by.
FIG. 5.1 Multiple scattering is viewed as a random walk of the photon in diffusing wave spectroscopy (DWS)
Electromagnetic Waves and Their Propagation Through the Atmosphere
Lecture/Lab: Interaction of light with particles. Mie’s solution.
Surface Plasmon Resonance
Physics 203/204 6: Diffraction and Polarization Single Slit Diffraction Diffraction Grating Diffraction by Crystals Polarization of Light Waves.
So far, we have considered plane waves in an infinite homogeneous medium. A natural question would arise: what happens if a plane wave hits some object?
1 PHY Lecture 5 Interaction of solar radiation and the atmosphere.
Electromagnetic Waves
Geometrical Optics. Optics is usually considered as the study of the behavior of visible light (although all electromagnetic radiation has the same behavior,
Polarization
What does radar measure? Hydrometeors: rain drops, ice particles Other objects: e.g. birds, insects.
Propagation of Light Through Optical Fiber. Outline of Talk Acceptance angle Numerical aperture Dispersion Attenuation.
Foundation year General Physics PHYS 101 Chapter 4 : Light and Optics Instructor: Sujood Alazzam 2015/
LOSSES IN FIBER BY:Sagar Adroja.
According to Fresnel formula the angles  1of the incident wave,  2 of the reflected wave and  3 of the refracted wave are given by the equation : 
METR Advanced Atmospheric Radiation Dave Turner Lecture 4.
UNIT-II Optical Fiber ECE – IV SEM Manav Rachna College of Engg.
High Power Cladding-pumped Fiber Laser Speaker: Shiuan-Li Lin Advisor : Sheng-Lung Huang Solid-State Laser Crystal and Device Laboratory.
5. Electromagnetic Optics. 5.1 ELECTROMAGNETIC THEORY OF LIGHT for the 6 components Maxwell Eq. onde Maxwell.
Progress Report Speaker: Shiuan-Li Lin Advisor : Sheng-Lung Huang Solid-State Laser Crystal and Device Laboratory.
Saturation Roi Levy. Motivation To show the deference between linear and non linear spectroscopy To understand how saturation spectroscopy is been applied.
Chapter 1 Electromagnetic Fields
The Optical Fiber and Light Wave Propagation
Rain Detection & Attenuation for Remote sensing; & auxiliary sensors
Reading Quiz When a light ray hits a surface, the plane which contains the incoming, reflected, and transmitted beams, is called the “plane of _________”:
Electromagnetic Waves
Wireless Communications Chapter 4
CH4: Reflection and Refraction in a Homogenous Medium.
Scalar theory of diffraction
Reflection and refraction Dispersion
Presentation transcript:

Volume and Surface Scattering of Fibers Speaker: Shiuan-Li Lin Advisor : Sheng-Lung Huang Solid-State Laser Crystal and Device Laboratory

Outline Scattering process Types of Scattering Loss Rayleigh scattering & Mie scattering Interface scattering Surface scratch and pit scattering Conclusion Solid-State Laser Crystal and Device Laboratory Page 2

Scattering process When a wave interacts with a particle in a way that removes energy in the directional propagating wave and transfers it to other directions Different from absorption: the light isn’t absorbed, just sent in another direction Solid-State Laser Crystal and Device Laboratory Page 3

Types of Scattering Loss Volume scattering (linear) Rayleigh scattering Mie scattering Volume scattering (non-linear) Brillouin scattering Stimulated Raman scattering Surface scattering Interface scattering Surface scratch and pit scattering Solid-State Laser Crystal and Device Laboratory Page 4

Volume scattering Here comes your footer  Page 5

Rayleigh scattering & Mie scattering The main type of linear scattering caused by small-scale (small compared with the wavelength of the lightwave) The size of a scattering particle is parameterized by the ratio x of its characteristic dimension r and wavelength λ: Rayleigh scattering : parameter regime x ≪ 1. Mie scattering : larger particles or for an arbitrary size of x. Solid-State Laser Crystal and Device Laboratory Page 6

Rayleigh scattering Consider a small homogeneous, isotropic spherical particle & a incident electric field E0 ,produced the electric dipole : α is the polarisability of the small particle The oscillating dipole produces a plane polarised elecro magnetic wave (scattered wave) According to electromagnetic solution by Hertz : r :the distance between the dipole and the observation point, γ:the angle between the scattered dipole moment and the direction of observation Solid-State Laser Crystal and Device Laboratory Page 7

Rayleigh scattering Consider : and we get Since electric vector may be decomposed into orthogonal components, perpendicular (Er) and parallel (El) : The corresponding intensity: Solid-State Laser Crystal and Device Laboratory Page 8

Rayleigh scattering The total scattered intensity of light: Combined and get : For Rayleigh scattering in optical fibers: n:the refraction index,  P :the photoelastic coefficient of the glass  β is the isothermal compressibility Tf is a fictive temperature Intrinsic Losses of Silica Fiber Solid-State Laser Crystal and Device Laboratory Page 9

Mie scattering For fibers, Mie scattering occurs in inhomogeneities such as core-cladding refractive index variations, impurities at the core-cladding interface, strains or bubbles Mie Scattering Calculator: Sphere Diameter1microns Refractive Index of Medium1.224 Real Refractive Index of Sphere1.5 Wavelength in Vacuum0.532microns Solid-State Laser Crystal and Device Laboratory Page 10

surface scattering Here comes your footer  Page 11

Interface scattering Interface scattering – due to roughness at the interface between the core and the claddings of the waveguide Tien(1971) has derived an expression for scattering loss due to surface roughness ,based on the Rayleigh criterion Pr: specular reflection power, Pi: incident power, σ: variance of surface roughtness , θ1: is the propagation angle within the waveguide, n1: the refractive index of the core. Solid-State Laser Crystal and Device Laboratory Page 12

σu and σl: surface roughness of upper and lower surfaces, respectively Interface scattering Loss Coefficient due to Interface Scattering: σu and σl: surface roughness of upper and lower surfaces, respectively  kyu and kyl: decay constant of upper and lower surface , respectively h’=h+1/Kyc+1/Kyu Solid-State Laser Crystal and Device Laboratory Page 13

Surface scratch and pit scattering The effects of endface defects are studied by employing wave scattering theory Bidirectional scatter distribution function (BSDF): Ps : scattering light power Pi : incident light power Ωs : soild angle Solid-State Laser Crystal and Device Laboratory Page 14

Surface scratch and pit scattering Elliptical gaussian light beam: The total power incident over a scratch: Assume there are n scratches across the MFD area: The power ratio for a defectless endface: Solid-State Laser Crystal and Device Laboratory Page 15

Surface scratch and pit scattering Define the ratio of scattered power and without scratch: The return loss get the main equation as : For pit analysis: Solid-State Laser Crystal and Device Laboratory Page 16

Surface scratch and pit scattering For scratch: For pit: Solid-State Laser Crystal and Device Laboratory Page 17

Surface scratch and pit scattering Zuyuan He(2004) reconsider size , location, number of scratches The depth (without consider) Solid-State Laser Crystal and Device Laboratory Page 18

Conclution For volume scattering: For surface scattering: Rayleigh scattering accounts for about 96% of attenuation in optical fiber For small x ,Mie theory reduces to the Rayleigh approximation For surface scattering: Interface scattering : roughness at the interface between the core and the claddings Surface defects : as the depth increases, the degradation also increases very rapidly Solid-State Laser Crystal and Device Laboratory Page 19

Thanks for your listening! bee6565 Solid-State Laser Crystal and Device Laboratory Page 20