fiber optic sensors: fundamentals, principles and
TRANSCRIPT
December 2014
www.nufern.com
Fiber Optic Sensors: Fundamentals, Principles & Applications
Dr. Mansoor Alam
Dr. Kanishka Tankala
Overview
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• Definitions and Classifications
• Fiber Optic Rotation Sensor
• Fiber Optic Current Sensor
• Fiber Optic Radiation Sensor
• Fiber Optic Biosensors
• Fiber Optic Distributed Sensors
3
Fiber Optic Sensor – Definition
• Light Injection into the Optical Fiber – Source (Laser, LED etc.)
• Transmission of Modulated Light to a Monitoring Point – Detector (PIN Diode, Avalanche Diode)
• Optical Fiber (Transmission Medium, Sensing Element) – Light modulated due to interaction with parameter of interest (Measurand)
• Signal Processing Device (OTDR, OSA, Oscilloscope, etc.)
12/4/2014
Source
Measurand
Transducer Detector
Optical Fiber Optical Fiber
Signal Processing
Fiber Optic Sensors – Measurands/Applications
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• Temperature
• Pressure, Force, Strain, Vibration
• Displacement
• Velocity
• pH, Chemical Species
• Radiation
• Acoustic Field
• Rotation, Acceleration
• Magnetic/Electric Field
Measurands
Application Areas
• Civil Engineering
• Nuclear Power Industry
• Electric Power Industry
• Navigation/Guidance
• Fly-by-Light Applications
• Oil/Gas Industry
• Biomedical
• Environmental
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Fiber Optic Sensors - Classification
Location Operating Principle
Application
Extrinsic (Point Only)
Intrinsic (Point or
Distributed)
Chemical Physical
Bio-Medical
Intensity (Bend loss,
Discontinuity, Evanescence)
Polarization I, V, B
Frequency (Grating or
Inelastic Scattering)
Phase (Interferometry)
Mach-Zehnder Michelson Fabry-Perot Sagnac
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Extrinsic Fiber Optic Sensors
Fiber is Only an Information Carrier To and From a Black Box
Light Signal Generation in Black Box Depending on the Arriving Information
Source Detector Black Box Input Fiber Output Fiber
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Intrinsic Fiber Optic Sensors
Sensing region within the fiber (Light Never Leaves the Fiber)
Measurand interaction modulates the input light signal
Source Transducer Detector
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Fiber Optic Interferometer Configurations
Laser Detector
Ref. Arm
Sensor Arm
3 dB Coupler
3 dB Coupler
Mach-Zehnder
• Ref. arm isolated from external variation
• Variation in the sensing arm induces changes in the OPD
• Phase modulation of interference signal is detected
• T, P, , Acoustic
Laser
Detector
3 dB Coupler
Sagnac
Optical Fiber Coil
• Light is split, polarized and injected in the two ends of an optical coil
• External variations of interest • Rotation rate • Magnetic field
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Rotation Rate Sensor: Fiber Optic Gyroscope
Counter rotating waves traveling through the same circular path exhibit a phase difference
∆ = (2πLD/λc) ∆ = Phase difference between the counter propagating beams (radians)
L = πND = Total length of fiber in the coil (meter)
N = Loops of fiber in the gyro coil
D = Diameter of each loop of fiber in the coil (meter)
λ = Wavelength of the propagating light (meter)
c = Speed of light in vacuum (3x108 meter/second)
= Rotation rate of the coil along its axis (radian/second)
Modulator
Source
Detector
Polarizer
2x2 Coupler
2x2 Coupler
Coil
Computer Generator
Splice
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Fiber Optic Gyroscope: Components
• Bulk fiber optic components spliced together
• All components on a single Photonic Integrated Chip (PIC)
– Fiber coil attached via V- Groove
• Fiber (PM or SM)
– PM design is more common
– Coil – Quadrupolar winding pattern
Linear Polarizer
2 x 2 Couplers
Phase Modulators
Mode Size Converters
InGaAs SLD Source
InGaAs Photodiode
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Fiber Optic Gyroscope – Optical Coil Design
∆ = (2πLD/λc) = (Scale Factor)
• Fiber Length in the coil: 100m – 6000m
• Diameter of the coil: 0.5” – 4.5”
• Operational wavelength: 850nm – 1550nm
• 850nm based gyros are more sensitive - fiber length is limited
– Components are readily available and cheaper
• Smaller footprint is a major driver
– Interest in smaller diameter fiber without penalty
Df = 170 µm, ID = 2”, H = 1”, t = 0.2” → 936.4 m
Df = 125 µm, ID = 2”, H = 1”, t = 0.2” → 1693.8 m
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Fiber Optic Gyroscope - Sensitivity
• What rotation rate can be measured?
– Limited by detection of phase difference via interferometry
– Interferometers can detect ∆ 1 µradian
• For a 1550nm FOG
– = (∆)(λc/2πLD) = (74x10-6/LD) radian/s = (15.27/LD) deg/hr
– L and D are in meters
0.0
0.5
1.0
1.5
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2.5
3.0
3.5
0 500 1000 1500 2000 2500
Ro
tati
on
Rat
e (
de
g/h
r)
Fiber Length (m)
Average Coil Diameter: 25 mm
Tactical Grade
Navigation Grade
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tati
on
Rat
e (
de
g/h
r)
Average Coil Diameter (in)
Fiber Length: 1600m
Navigation Grade
Strategic Grade
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Fiber Optic Gyroscope – Nufern Fibers
PM & SM Gyro Grade Fibers
PM850G-80, PM1310G-80, PM1550G-80 80/170
PM850G-SC, PM1310G-80-SC, PM1550G-80-SC 80/125
PM1550G-40 40/90
PM-ECG-1300-80 80/170
PM-ECG-850-40 40/100
S1550-80 80/130
Panda Bow Tie
r
b a
r
ab a
b
Elliptical Cladding
+1-1-1 +1
-1 +1
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Fiber Optic Gyroscope – Critical Fiber Properties
• Uniformity over fiber length in the coil (must be symmetric about midpoint)
– Counter propagating beams must see same environment at every location
– Phase accumulation over length – Only rotation contribution
• Tight tolerance on coating diameter over the length (tighter the better)
– Severe impact on Sagnac coil winding - Need fixed number of turns/layer
• Fiber NA: Governs macro-bend loss
• Coating Design and Size: Minimize PER loss
• Mode Field Diameter: As large as possible to maximize signal/noise ratio
End End Middle
Source
Detector
Polarizer
Modulator2x2 Coupler
2x2 Coupler
Coil
Splice
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Fiber Cladding and Coating Diameter Control
0.13
0.14
0.15
0.16
0.17
0 100 200 300 400 500 600 700 800
Axial Position (mm)
Co
re N
um
eri
cal
Ap
era
ture
(N
A)
-18.90
-22.72
-26.86
-20.04
-25.16
-30.0
-25.0
-20.0
-15.0
-10.0
-5.0
0.0
-60 -50 -40 -30 -20 -10 0 10 20 30 40 50 60 70 80 90
Temperature (oC)
Cro
ssta
lk a
t 980n
m (
dB
/500m
)
Fiber Length = 500 m
Spool Material = Aluminum
Spool Diameter = 40 mm
Winding Type = Dry, Helical
Winding Tension = 10 g
Clad Diameter (6 Km Section)
80.5 um
79.5 um
Coating Diameter (6 Km Section)
167 um
165 um
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Fiber Optic Current Sensor
Faraday Effect: Magnetic Field Induced Circular Birefringence
• Linearly polarized light - A superposition of two circularly polarized waves
• In PM fibers – Right and Left circularly polarized light waves travel at different speeds if a magnetic field is applied along the propagation direction
• Waves accumulate a path difference δL or equivalently a phase difference
– ∆ = VB.dL – V: Verdet constant (Radian/m-Tesla), L: Rod length (m), B: Magnetic field density (Tesla)
• For closed optical path around a current carrying conductor, Ampere’s law applies
– ∆ = V(µoNI) – µo: Magnetic Permeability (H/m), N: # of optical path loops I: Current (A)
Information from ABB: Energize, Jan/Feb 2005, p 26
EJ Casey & CH Titus: US Patent 3324393, 1967
12/4/2014 17
Practical Fiber Optic Current Sensors
• Source light passes through a polarizer → Equally split linear states of polarization
• Quarter wave-plate converts linearly polarized light into circularly polarized light
• Mirror at the end of sensing fiber returns light in opposite mode – Cancel out reciprocal effects
• Faraday loop is completed at the coupler
• Modulator allows phase-locked loop operation
Jose Miguel Lopez-Higuera: Handbook of Optical Fiber Sensing Technology,
John Wiley & Sons, 2002. P 603
Radiation Effects in Optical Fibers
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• Increased Loss - Radiation Induced Attenuation (RIA)
• Scintillation - Radiation Induced Luminescence (RIL)
– Radiation absorption excites an orbital electron to a higher energy level.
– Electron returns to its ground state by emitting the extra energy as a photon
• Thermoluminescence
– Radiation absorption creates electronic excited states that are trapped by localized defects for extended periods of time.
– Heating the material enables the trapped states to interact with phonons and decay into lower-energy states, causing the emission of photons.
• Enhanced Scattering
– Radiation absorption creates damage sites in glass that exhibit higher degree of light scattering.
RIA Based Radiation Sensors
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• Pure silica core fibers → lowest radiation sensitivity
• Dopants increase sensitivity → B, Ge, P and Pb
• Require lower to moderate loss at the expected radiation levels
– Long Duration Sensing
• Loss → Vary linearly with accumulated dose but independent of the dose rate
• Low dose detection with high sensitivity • Long length probe at shorter wavelength
• High dose detection with high sensitivity • Small length probe at longer wavelength
12/4/2014 20
Fibers for Radiation Sensing
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6.0
7.0
0 20 40 60
Ind
uced
Att
en
uati
on
@ 1
550
nm
(d
B/k
m)
Accumulated Dose (kRad)
S1550SMF28
Radiation: GammaRadiation Source: Co60
Photon Energy: 1.117 & 1.335 MeVIrradiation Temperature: RoomMean Dose Rate: 2.02/2.13 Rad/secDose Rate SD: 0.018 Rad/secLight Power: ~ 1 µW
A = 0.323019(D)0.312243 (S1550)A = 0.478558(D)0.668710 (SMF28)
A: Ge-P B: P C; Ge
John Wallace: Laser Focus World, September 2011
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Radiation Sensing Using OTDR
• Distributed measurement over length
• Radiation sensitive fiber passes through regions of varying radiation intensity
• Measure loss of signal resulting from color center formation (defects) in silica
• Ge-P doped graded index MM fiber
– Linear Region: Up to 1000 Gy
– Sensitivity: 5 dB/km-Gy
– Expected Accumulated Dose: 100 Gy/y
– Lifetime: 1000 Gy/100Gy/y = 10 y
Stefan K. Hoffgen: 1st Workshop for Instrumentation on Charged
Particle Therapy, Fraunhofer Institute of Tech., Germany
12/4/2014 22
Luminescence Based Radiation Sensing Fibers
Requirements
• Light generated per unit fiber length
– As high as possible
– Light yield/Length increases with dF
(100-600 µm)
• % of generated light directed to the
detectors – As high as possible
– Higher NA fiber
• Benign and RIA in the UV – As low as
possible
– Decoupling of Cerenkov component
Best Choice (High OH, MM SI, Pure Silica Core)
Heraeus Product Brochure
Specialty Fiber Preforms for the Most Demanding Applications
• Fiber bandwidth for high accuracy detection – As high as possible – Fiber bandwidth decreases with increasing diameter (Issue with longer sections)
12/4/2014 23 12/4/2014 23
What is Fiber Optic Biosensor?
A device that transforms chemical information into an analytically useful signal
Optrode
Evanescent Wave
• Recognition molecule immobilized at the tip
• Optical fiber as transporting medium To and from the sensing region
• Recognition molecule immobilized on the de-clad surface of the fiber core - RI
• Evanescent light propagation changes with RI changes
Jose Miguel Lopez-Higuera: Handbook of Optical Fiber Sensing Technology, John Wiley & Sons, 2002. PP 689-690
Parameters, Immobilization & Detection
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• Measured Optical Parameters
– Fluorescence
– Absorbance
– Bioluminescence
• Immobilization of Biological Molecules – Physical Adsorption
– Encapsulation
– Covalent Attachment
– Bio-molecular Interactions
• Detection Methods
– Bio-catalytic
– Affinity Based
12/4/2014 24
12/4/2014 25 12/4/2014 25
Optical Fibers for Imaging and Spectroscopy
Arterial Image obtained by optical frequency domain interferometry (OFDI)
Courtesy: Wellman Center for photo-medicine, Harvard Medical School
OCT Image Microscope Image OCT Image of Human Eye
12/4/2014 26
Distributed Sensing - Principles
Rayleigh (Distributed Acoustic Sensing)
Brillouin (Distributed Temperature
and Strain Sensing)
Raman (Distributed Temperature Sensing)
Pulsed Laser Signal
Fiber serves as a continuous sensing element. Sensing is based on
– Elastic (Raleigh) or inelastic (Raman or Brillouin) scattering of signal
– Intensity and/or frequency shift are sensitive to temperature and strain
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Principle of Distributed Acoustic Sensing
Pulsed Laser Signal
Back Scattered Rayleigh Signal (temperature insensitive)
• Rayleigh signal intensity varies due to local changes in strain
– Temperature effects can be separated from strain effects
• Pulsed signal launched into sensing fiber
– Pulse launched only after signal from previous pulse returns
• Time of flight and repeated scans provide position and velocity
12/4/2014 28
Rayleigh Based System Considerations
Laser Pulse Attenuation
Rayleigh Signal Attenuation
• Maximum range (L) determined by strength of returning signal
• Strain resolution depends on signal to noise ratio
– Signal intensity can be enhanced with longer pulse duration (Dt)
• Spatial resolution, DL = cDt (c = speed of light in fiber)
– Longer pulses enhance range at the expense of spatial resolution
• Acquisition rate = c/2L decreases with range
12/4/2014 29
Distributed Temperature and Strain Sensing
Difficult to filter Rayleigh Signal
Brillouin Anti-Stokes Signal Brillouin Stokes Signal
Pulsed Laser Signal
• Signal light scattered due to interaction with acoustic phonons
• Intensity and frequency of stokes and anti-stokes signals depend on temperature and strain
• DTSS systems analyze signals to determine temperature and strain
12/4/2014 30
Principle of Raman DTS
Anti-stokes Signal ( Ia ) (Temperature Sensitive)
Stokes Signal ( Is )
(Temperature Insensitive)
Easy to filter Rayleigh Signal
T(z) = Tref { 1 + ∆𝛼
ln(𝐶𝑠/𝐶𝑎) z +
ln(𝐼𝑠/𝐼𝑎)
ln(𝐶𝑠/𝐶𝑎) }
• Pulsed laser signal launched into sensing fiber
• Ratio of stokes and anti-stokes intensities provides temperature
– Time of flight analysis gives position information
– Differential attenuation (Da) between stokes and anti-stokes signals needs to be considered for accurate temperature assessment
DTS Fibers for Oil and Gas
12/4/2014 31
• Fibers tolerant to harsh environments
– High temperatures and hydrogen pressures
• Fiber types:
– Graded index multimode: GR-S50/125-20P
– Single mode: S1310-P
• High temperature (200 - 350 °C):
– Pure silica fibers with polyimide coatings
• Moderate Temperatures (< 200 °C):
– Pure Silica fibers
– Ge doped fibers with hermetic carbon
– High temperature acrylate or Silicone/PFA
12/4/2014 32 12/4/2014 32
Fiber Test and Characterization Facility
• Monitor changes in spectral attenuation (600 to 1600 nm)
Periodic in-situ logging with OSA
Source power monitored with reference fiber outside H2 vessel
• Parallel testing of up to 4 fibers
Pure H2 or H2/He gas mixtures
Pressures < 150 atm.
Temperature < 300 oC
• 24x7 operation for monitoring long term effects
• Equipped with safety features and remote fault monitoring. Nufern offers hydrogen and other environmental test services
Dedicated Fiber Test Facility for Oil and Gas Industry
12/4/2014 33
Fiber Attenuation in Down Hole Environment
High temperature and hydrogen environments induce losses – Attenuation of signal and stokes and anti-stokes signals limits range
– Changes in differential attenuation effects temperature accuracy
0
5
10
15
20
25
650 750 850 950 1050 1150 1250 1350 1450 1550
Ind
uce
d A
tten
uat
ion
(d
b/k
m)
Wavelength (nm)
948 1080 1130 1170
1196
1380
Si-OH
1240
1530 1580
Interstitial H2
H2 + Si-OH
Si-OH
DTS window
Si-H
12/4/2014 34
Si-OH Related Losses in Typical Well Environments
0
10
20
30
40
50
60
70
80
800 900 1000 1100 1200 1300 1400 1500 1600
Ind
uce
d A
tten
uat
ion
(d
B/k
m)
Wavelength (nm)
Competitor recovered after 1.5 atm
NuSENSOR recovered after 1.5 atm
Pure Silica Graded Index Multimode Fibers
Significant differences in hydrogen induced-attenuation can be observed in nominally pure silica fibers due to processing differences
12/4/2014 35
Polyimide Coated Pure Silica Core Fiber
-3
-2
-1
0
1
2
0 10 20 30 40 50 60 70 80 90
Ind
uce
d A
tten
uat
ion
(d
B/k
m)
Time (Hours)
1014 NuSENSOR 1064 NuSENSOR 1114 NuSENSOR
Continued exposure to 1.5 atm H2 at 300 °C
• Polyimide coating provides thermal stability up to 300 °C
• Pure silica glass provides resistance to hydrogen induced losses
• No significant attenuation induced at typical DTS wavelengths
12/4/2014 36
Polyimide Coating Quality
After 15 minutes After 30 minutes Unexposed
40
0 °
C b
ake
After 24 hours Unexposed
IPA
(5
0°C
vap
or)
Polyimide coating show excellent resistance to temperature & chemical resistance
– Microscopic examination shows no signs of degradation
Summary
12/4/2014 37
• Optical fibers are being widely used for a variety of sensing applications
• Fiber optic sensors enable remote sensing capabilities
• Truly distributed sensing is achievable when the fiber is used as an intrinsic sensor
• Specialty fibers can be engineered to meet specific sensing applications and environments
Nufern
Brighter Fiber Solutions
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