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Physics and Applications of "Slow" Light

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(Wang, Kuzmich, and Dogariu, Nature 406, 277 (2000)) 36 ... H. Cao, A. Dogariu, L. J. Wang, IEEE J. Sel. Top. Quantum Electron. 9, 52 (2003) ... – PowerPoint PPT presentation

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Title: Physics and Applications of "Slow" Light


1
Physics and Applications of "Slow" Light
  • Dan Gauthier
  • Duke University, Department of Physics,
    Fitzpatrick Center for Photonics
  • and Communication Systems
  • Collaborators
  • Michael Stenner, Heejeong Jeong, Andrew Dawes
    (Duke Physics)
  • Mark Neifeld (U. of Arizona, ECE, Optical
    Sciences Center)
  • Robert Boyd (U. of Rochester, Institute of
    Optics)
  • John Howell (U. of Rochester, Physics)
  • Alexander Gaeta (Cornell, Applied Physics)
  • Alan Willner (USC, ECE)
  • Dan Blumenthal (UCSB, ECE)

Fitzpatrick Center Summer School, July 27,
2004 Funding from the U.S. National Science
Foundation
2
Outline
  • Information and optical pulses
  • Optical networks The Problem
  • Possible solution "Slow" and "Fast" light
  • Review of pulse propagation in dispersive media
  • Optical pulse propagation in a resonant systems
  • Slow light via EIT
  • Fast Light via Raman Scattering
  • Our Experiments
  • Fiber-Based Slow Light

3
Information and Optical Pulses Basic Review
4
Digital Information
  • computers only work with numbers - vast majority
    use binary
  • need standards for converting "information" to a
    binary representation

Text ASCII (American Standard Code for
Information Exchange) developed years ago for
teletype communication 1 byte (8 bits) needed
for "standard" alphabet each character assigned a
number e.g. A 41 (decimal) 00101001
(binary) a 97 01100001
5
Digital Information Images
image is divided into pixels
each pixel is assigned a number using a standard
e.g. 8-bit color one byte per color, three
colors Red, Green, Blue
6
Using Light to Transmit Digital Information
Encode bits on a beam of light
... 01100001...
to optical fiber
modulator
laser
various modulation formats! e.g., amplitude,
phase, frequency
7
Modern Optical Telecommunication SystemsNRZ
common for lt 10 Gbit/s
http//www.picosecond.com/objects/AN-12.pdf
NRZ data
1 0 1 1
0
clock
8
Modern Optical Telecommunication SystemsRZ
common for gt 10 Gbits/s
http//www.picosecond.com/objects/AN-12.pdf
RZ data
clock
9
Why Optics? Fast Data Rates!
can transmit data at high rates over optical
fibers in comparison to copper wires (low loss,
low distortion of pulses) important
breakthrough use multiple wavelengths per fiber
each wavelength is an independent
channel (DWDM - Dense Wavelength Division
Multiplexing) Common Standard OC-192
(10 Gbits/s)
"optical carrier"
192 times base rate of 51.85 Mbits/s
next standards OC-768 (40 Gbits/s), OC-3072
(160 Gbits/s)
every house in US can have an active internet
connection!
lab gt 40 Tbits/s
10
Optical Networks
11
Information Bottleneck The Network
Source Alan Willner
12
Network Router
router
information sent to router in "packets" with
header - typical packet length (data)
100-1000 bits router needs to read address, send
data down new channel, possibly at a new
wavelength lt 10 Gbits/s Optical-Electronic-Opt
ical (OEO) conversion Is OEO conversion
feasible at higher speeds?
13
Ultra-High Speed Network Router
all-optical cross-connect
Possible Solution All-optical router One
(fairly major) unsolved problem There is no
all-optical RAM or agile optical buffer
14
Source Alan Willner, USC
15
Statement of the Problem
optical control field
t
A
B
How to we make an all-optical, controllable delay
line (buffer) or memory?
16
Possible Solution "Slow" and "Fast" Light Speed
of Pulse MUCH slower or faster than the speed of
light in vacuum
R.W. Boyd and D.J. Gauthier "Slow and "Fast"
Light, in Progress in Optics, Vol. 43, E. Wolf,
Ed. (Elsevier, Amsterdam, 2002), Ch. 6, pp.
497-530.
17
Optical Pulse Propagation Review
18
Propagating Electromagnetic Waves Phase Velocity
monochromatic plane wave
phase velocity
phase
Points of constant phase move a distance Dz in a
time Dt
19
Propagating Electromagnetic Waves Group Velocity
Lowest-order statement of propagation
without distortion
group velocity
20
Variation in vg with dispersion
slow light
fast light
21
Schematic of Pulse Propagation at Various Group
Velocities
22
Pulse Propagation Slow Light(Group velocity
approximation)
23
Pulse Propagation Fast Light (Group velocity
approximation)
24
Propagation "without distortion"
"slow" light
"fast" light
Recent experiments on fast and slow light
conducted in the regime of low distortion
25
Optical Pulse Propagation in a Resonant System
26
Set Optical Carrier Frequency Near an Atomic
Resonance
susceptibility
atomic energy eigenstates
resonant enhancement
27
Dispersion Near a Resonance
refractive index
absorption index
!!
group index
28
Problem Large Absorption!
29
Slow Light via EIT
30
Solution Electromagnetically Induced
Transparency
Source Hau et al., Nature 397, 594 (1999)
31
Group Index for EIT
ng 106 !
32
Experimental Setup of Hau et al.
relevant sodium energy levels
33
Slow Light Observations of Hau et al.
vg as low as 17 m/s ng of the order of 106!
Source http//www.deas.harvard.edu/haulab/
34
Fast Light via Atomic Raman Scattering
35
Fast-light via a gain doublet
Steingberg and Chiao, PRA 49, 2071 (1994) (Wang,
Kuzmich, and Dogariu, Nature 406, 277 (2000))
36
Achieve a gain doublet using stimulated Raman
scattering with a bichromatic pump field
rubidium energy levels
Wang, Kuzmich, and Dogariu, Nature 406, 277
(2000))
37
Experimental observation of fast light
ng -310 but the fractional pulse
advancement is small
38
Our Experiments on "Fast" and "Slow" Light
39
Important Quantity for our Work Pulse Advancement
tadv
anomalous dispersion
vacuum
tp
Atadv/tp
relative pulse advancement
40
Key Observation
A (gain coefficient) (length of medium) Does
NOT depend on vg directly Adjust spectral width
of atomic resonance to optical spectrum of the
pulse
41
Fast light in a laser driven potassium vapor
large anomalous dispersion
Steingberg and Chiao, PRA 49, 2071 (1994) Wang,
Kuzmich, and Dogariu, Nature 406, 277 (2000)
42
Some of our toys
43
Observation of large pulse advancement
tp 263 ns A 10.4
vg -0.051c ng -19.6 some pulse
compression (1.9 higher-order dispersion) H.
Cao, A. Dogariu, L. J. Wang, IEEE J. Sel. Top.
Quantum Electron. 9, 52 (2003). B. Macke, B.
Ségard, Eur. Phys. J. D 23, 125 (2003).
large fractional advancement - can distinguish
different velocities!
44
Slow Light via a single amplifying resonance
45
Slow Light Pulse Propagation
vg 0.008c
46
Surely Dr. Watson, you must be joking ...
  • Experiments in Slow and Fast Light use atoms
  • Effect only present close to a narrow atomic
    resonance
  • Works for long pulses - slow data rates!
  • Not easily integrated into a telcom system!

47
Key Observation
A (gain coefficient) (length of medium) Does
NOT depend on vg directly Adjust spectral width
of atomic resonance to optical spectrum of the
pulse short pulses
broad resonance
any resonance can give rise to slow
light!! e.g., Stimulated Brillouin and Raman
Scattering
48
Fiber-Based Fast and Slow Light
49
Slow-Light via Stimulated Brillouin Scattering
50
Gain and Dispersion 6.4-km-Long SMF-28 Fiber
others 4.7 mW 1.9 mW
should see "large" relative delay
51
To Do
  • Measure slow light via Brillouin scattering in a
    fiber for a single optical pulse
  • Optimize
  • Multiple pulses
  • Large relative pulse delay
  • Measure slow light via Raman scattering (broader
    resonances for shorter pulses)
  • Delay a packet
  • Integrate into a telcomm router (in my dreams
    ...)
  • Integrate into a telcomm clock/data synchronizer

52
Summary
  • Future ultra-high-speed telecommunication
    systems require all-optical components
  • Data-rate bottleneck in network (routers)
  • Slow and Fast Light pulse propagation with large
    pulse delay or advancement may provide a solution
  • It is possible to observe slow and fast light
    using telcomm-compatible components
  • Additional research needed to determine whether
    technology is competitive with other approaches

http//www.phy.duke.edu/research/photon/qelectron/
proj/infv/
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