Advanced Vitreous State – The Physical Properties of Glass
Passive Optical Properties of Glass
Lecture 3:
Pierre Lucas Department of Materials Science & Engineering University of Arizona Tucson AZ Pierre@u.arizona.edu
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Advanced Vitreous State The Physical Properties of Glass Passive Optical Properties of Glass Lecture 3: Pierre Lucas Department of Materials Science & Engineering University of Arizona Tucson AZ Pierre@u.arizona.edu 1 Impurities in
Passive Optical Properties of Glass
Lecture 3:
Pierre Lucas Department of Materials Science & Engineering University of Arizona Tucson AZ Pierre@u.arizona.edu
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Pierre@u.arizona.edu Advanced Vitreous State - The Properties of Glass: Passive Optical Properties of Glass
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In a pure glass, the optical window is controlled by intrinsic limitations of the material : the electronic and vibrational transitions of the glass. Specific glass compositions are then selected for applications requiring transparency in various ranges of wavelength. However, if foreign atoms are introduced in the glass (accidentally or purposedly) they can modify the optical window by generating additional:
transitions
Pierre@u.arizona.edu Advanced Vitreous State - The Properties of Glass: Passive Optical Properties of Glass
to the region of zero absorption.
excitation and high at long wavelength due to vibrational excitations.
Absorption Wavelength λ
50 100
visible
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Green transmission
visible light within the transparency window and produce colors. They are used as colorant in glasses . Fe2+ violet absorption Fe2+ yellow-red absorption
transparent in the visible, yet it appears colored due to Fe impurities in the glass. Absorption Wavelength λ
50 100
Pierre@u.arizona.edu Advanced Vitreous State - The Properties of Glass: Passive Optical Properties of Glass
Pierre@u.arizona.edu Advanced Vitreous State - The Properties of Glass: Passive Optical Properties of Glass
are pointing to the oxygens and are destabilized. This generates splitting of the d orbitals energy.
The energy split Δ=10Dq results from the crystal field and strongly depends on the material’s composition and structure. Δ
Pierre@u.arizona.edu Advanced Vitreous State - The Properties of Glass: Passive Optical Properties of Glass
The Physics and Chemistry of Colors, K. Nassau, Wiley, Second Edition (2001)
Pierre@u.arizona.edu Advanced Vitreous State - The Properties of Glass: Passive Optical Properties of Glass
The Physics and Chemistry of Colors, K. Nassau, Wiley, Second Edition (2001)
Emerald Ruby
strength of the crystal field.
is in octahedral sites in both gems, the crystal field is slightly lower in emerald (2.05eV) than in ruby (2.23eV).
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Al2 O3 with 1% of Cr impurity substituting Al in octahedral sites. Beryl (Be3 Al2 Si6 O18 ) with 1% of Cr impurity substituting Al in octahedral sites.
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Optical Materials, J. H. Simmons, K. S. Potter, Accademic Press (2000)
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Thermal imaging requires high transparency in the infrared region around 10 microns
10 20 30 40 50 60 70 2 4 6 8 10 12 14 16 18 20 Longueur d'onde (µm) Transmission (%) wavelength Chaclogenide Glass
Thermal imaging
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1 2 3 4 5 6 7 8 9 10 2 3 4 5 6 7 8 9 10 11 12
longueurs d'onde (µm) attenuation (dB/m)
ΔL = 1.08 m Φ = 460 μm
Se-H H2 O wavelength (μm)
Te2 As3 Se5 fiber
lower wavelength within the transmission window of chalcogenide glasses.
10 20 30 40 50 60 70 80 90 100 5 10 15 20 Longueur d'onde (µm) Transmission (%)
non-purified glass purified glass
Wavelength (µm)
Te2 As3 Se5
Se-O vibrations
⎟ ⎟ ⎠ ⎞ ⎜ ⎜ ⎝ ⎛ + =
2 1
1 1 2 1 m m k π ω
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length ℓ through the sample and the absorption coefficient α
and the lower the transmitted intensity. A glass window contain minute amount of Fe2+ and appears clear while a beer bottle contains a significant amount of Fe2+ and appear distinctly green. α=c[Fe2+], Beer’s law is often used to measure concentrations when ℓ is fixed.
ℓ , the lower the transmitted intensity.
Io I1
Io I2
glass tube appears greenish because of the longer path length ℓ
2
< ℓ
1
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is extremely long. In return the absorption coefficient α
l α −
I
is measured using the cut-back method: ℓ
1
I
1
I
2
I
2
I
2 1 2
ln 1 I I l l − = α
ℓ
1
> ℓ
2
expressed in terms of losses rather than absorption coefficient. It is reported in decibel (dB) per unit length: dB/km or dB/m. ) / ( log 10 ) (
10
I dB loss − = The decibel is defined as: dB = 10log10 (I1 /I0 ) where I1 is the output power and I0 is the input power. ) ( ) / ( log 10 ) / (
10
m I I m dB loss
− = A loss of 1 dB corresponds to about 80% transmission. Losses of silica telecom fibers are below 1dB/km.
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Attenuation due to
absorption
network vibrations leaves only two small transmission windows for efficient long distance transmission
1.3 μm and 1.55 μm
1.55 μm 1.3 μm
in the fiber, all the light loss mechanisms become important.
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window is extended from 1.1 to 1.7 microns. Erbium doped fiber amplifiers (EDFAs), are effective for wavelengths between approximately 1525 nm - 1565 nm (C band), or 1570 nm - 1610 nm (L band).
Er3+
Much research is currently underway to develop amplifiers for the remaining window. This wide window is advantageous for wavelength-division multiplexing (WDM). In WDM, laser pulses of different wavelength carry different signals. More than 100 channels can transmitted at once with wavelength
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encoding scheme, or binary format, a high power pulse of laser light correspond to a “one” and a low power pulse to a “zero”.
λ1 , λ2 , λ3, …
bits).
Picosecond pulses
The current limitation to transmission rate is due to electronic signal routing which is slower than optical. All optical systems are therefore being developped.
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the pulse travels slower than the end of the pulse. v1 v2 λ1 λ2
v c n = ) (λ
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but also by spreading of the pulse-width due to dispersion.
wavelength (not exactly monochromatic). I
Wavelength (nm)
0.02nm
I
1 ps 10 ps time
I
time
Long distance
I
time
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n1 >n2
1 2
sin n n
c =
θ
The critical angle is
2 2 2 1 max
sin n n − = θ Hence the maximum angle for coupling incident light is: sinθmax is called the numerical aperture NA.
transmit multiple modes while fiber with narrow core are monomode.
to prevent pulse broadening due to multiple optical path. Δn=0.02
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In theory a monoindex fiber can work as a
commercial fibers have several layers.
are applied in line during the fiber drawing process.
(excessive bending, etc)
core would be too fragile (8microns)
(potentially drastic loss in mechanical properties).
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substrate based on the same principle of TIR.
produced by:
multiplexer interferometer coupler ring resonator
routing, optical sensing etc.. combining many optical components:
n1 >n2
core n1 substrate n2
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with Ti-sapphire femtosecond pulsed laser at 800nm.
has an abnormal behavior and will actually contract and its index increase with higher Tf therefore producing a waveguide (see Steve Martin).
for SiO2 (9eV) but high energy pulses lead to nonlinear multiphoton absorption that generates electron plasma and local microexplosion in the glass which traps the structure into a higher fictive temperature state.
Index pattern
photo-inscribed to produce gratings, reflectors, laser cavities etc...
Bragg reflectors Laser cavity
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glasses are transparent in the domain where the vibrational signature of most molecules lies: 2-12 microns.
10 20 30 40 50 60 70 2 4 6 8 10 12 14 16 18 20 Transmission (%) wavelength (μm)
0.4 0.45 0.5 0.55 0.6 0.65 0.7 940 990 1040 1090 1140 1190
wavenumbers (cm-1) transmission signal
25 days 60 days
Ethanol 1045 cm-1 Fructose 1063 cm-1 Ethanol 1085 cm-1 Glucose 1033 cm-1
FTIR
MCT Detector SAMPLE Chalcogenide Fibers Sensing zone
carry the optical signal from the spectrometer to the sample and back to the detector
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confined into a fiber extends about 0.5 microns above the surface.
θ
⇒
d L L d N ) 90 tan( * ) , , ( θ θ − =
N: number of reflections
evanescent field and absorb the light.
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have strong signature in the mid-infrared.
surface of an IR fiber and there spectrum is monitored during exposure to toxic agents.
0.0 0.5 1.0 1.5 2.0 2.5 3.0 3.5 4.0 4.5 5.0 2800 2820 2840 2860 2880 2900 2920 2940 2960 2980 3000 Wavenumber (cm-1) Absorbance Live cells in NaCl 1 mM Triton b) Asym CH3 Asym CH2 Sym CH3 Sym CH2