Title: The LaRC Fiber Draw Tower
1The LaRC Fiber Draw Tower
- Presented by
- Stan DeHaven
2Draw Tower Research
- FOSS (Fiber Optic Sensing System) strain sensors.
Use Bragg grating in fiber core. - Holey Fiber Multi-core hollow fiber. Tens of
Micron hole spacing. NUPERC activity. - PCF (Photonic Crystal Fiber) Micron scale hole
spacing. NUPERC activity. - Draw Tower Capabilities
3Fiber Optic Strain Sensor (FOSS) Bragg Gratings
4Bragg Grating Reflection Spectrum
lb center reflection wavelength of Bragg grating
(lb)-1 center reflection wavenumber
0.1
reflection()
0
0.1 nm
wavelength(nm)
5Bragg Grating as 2nd Reflector in an
Interferometer
L
Dw -(2nL)-1
L -(2nDw)-1
power
decreasing wavenumber (increasing wavelength)
(lb)-1
6Multiple Gratings, Multiple Interferometers
L1 L2 L3
reflector 1 7
output
Bragg gratings
Dw1 -(2nL1)-1
Dw2 -(2nL2)-1
Dw3 -(2nL3)-1
power
decreasing wavenumber (increasing wavelength)
(cm)-1
7FFT To Separate Gratings
FFT
8Typical Laser Sweep
wavelength
time
9FOSS Required Configuration
reference signal
data signal
Electronics
reference signal
data signal sampled according to reference length
fringes
c
data signal
A/D
10FFT To Separate Gratings
sampled set with Dw-(2nLref)-1 spacing between
samples number of samples Nsam
power
(cm)-1
FFT
Spatial set with ((Nsam-1)Dw)-1 between points
11FFT-1 To Find Grating Spectra
Spatial set with Dspat((Nsam-1)Dw)-1 point
spacing
power
L1 L2 L3
cm
FFT-1
Spectral set with Dspec((Nspec-1)Dspat)-1 point
spacing
(lb)-1
(cm)-1
12Bragg Grating Reflection Spectrum
lb center reflection wavelength of Bragg grating
(lb)-1 center reflection wavenumber
0.1
reflection()
0
0.1 nm
wavelength(nm)
13FOSS Draw Tower Operation
14Draw Tower Preform in Furnace
15Bragg Grating Optics
16Draw Tower View
17Excimer Laser (248 nm, 500mJ)
18 Fundamentals of Photonic Crystals- What are
photonic crystals?- Theory of Photonic
Crystals Photonic Crystal Fibers (PCF)
Fabrication of PCF Advantages and Challenges
Photonic Crystals Fibers
19Photonic Crystals fibersWhat are photonic
crystals?Features of a photonic crystal Made
of low-loss periodic dielectric medium Optical
analog to the electrical semiconductors Able to
localize light in specified areas by preventing
light from propagating in certain directions
optical bandgap.
20Theory of photonic crystals
21Theory of photonic crystals, cont
22Theory of photonic crystals, cont
23In 2D photonic crystal structures it is possible
to confinelight within a cavity.Photonic band
gaps appear in the plane of periodicity and in2D
we can achieve linear localization.By
introducing a defect, i.e. removing one column,
we may obtain a peak in the density of states
localized in the photonic band gap similar to
semiconductors.The defect mode cannot penetrate
the crystal in the xy-plane because of the band
gap but extends in the z-direction
24Photonic crystal fibersBy making a suitable
geometry of the periodic dielectricmedium, a
phonic crystal can be used as an optical fiber.
25PCF Fabrication
- PCF Drawing-similar to drawing capillary tubes
26Preform Construction
Tubes are packed in a hexagonal shape with
hollow, solid, birefringent, doped or tubular
core elements.
27Multi-Core Preform
28Drawing PCF
Preform of packed tubes is drawn in a draw tower
furnace
Single tube drawing characteristics
Preform drawing down in furnace
29SEM Image of Multicore Fiber
30Multi-core Drop with drawn fiber
31Advantages
- PCF with high-index core is more flexible than
conventional fiber - Possible to make very
large core area to send high power - Possible
to make core very small compared to conventional
fibers. Designer wavelengths possible.
- Air-guiding PCF (hollow core of fiber) -
Possible to send high power - No entrance or
exit reflectance
Challenges
- PCF is difficult to fabricate
- PCF is limited to specific frequencies
32Draw Tower Capabilities
- Graphite Furnace
- Multiple heat zone furnace elements
- Fiber diameter feedback control
- IR and UV thermal fiber coating capability
- Excimer Laser
- Ability to write gratings while drawing fiber for
increased fiber strength