Bill Brocklesby Optoelectronics Research Centre

Slides:



Advertisements
Similar presentations
Unit-2 Polarization and Dispersion
Advertisements

Waveguide group velocity determination by spectral interference measurements in NSOM Bill Brocklesby Optoelectronics Research Centre University of Southampton,
Foundations of Medical Ultrasonic Imaging
AVANEX Livingston, Starlow Park, Livingston, EH54 8SF
Waveguides Part 2 Rectangular Waveguides Dielectric Waveguide
Observation of the relativistic cross-phase modulation in a high intensity laser plasma interaction Shouyuan Chen, Matt Rever, Ping Zhang, Wolfgang Theobald,
Spectral Resolution and Spectrometers
Nanophotonics Class 6 Microcavities. Optical Microcavities Vahala, Nature 424, 839 (2003) Microcavity characteristics: Quality factor Q, mode volume V.
Components of ultrafast laser system
Spectral Resolution and Spectrometers A Brief Guide to Understanding and Obtaining the Proper Resolution of the 785 Raman System.
S. Varma, Y.-H. Chen, and H. M. Milchberg Institute for Research in Electronics and Applied Physics Dept. of Electrical and Computer Engineering Dept.
Optical Fiber Basics Part-3
Apertureless Scanning Near-field Optical Microscopy: a comparison between homodyne and heterodyne approaches Journal Club Presentation – March 26 th, 2007.
Ch3: Lightwave Fundamentals E = E o sin( wt-kz ) E = E o sin( wt-kz ) k: propagation factor = w/v k: propagation factor = w/v wt-kz : phase wt-kz : phase.
Lecture 3 Optical fibers
PERFORMANCE OF THE DELPHI REFRACTOMETER IN MONITORING THE RICH RADIATORS A. Filippas 1, E. Fokitis 1, S. Maltezos 1, K. Patrinos 1, and M. Davenport 2.
1 Chapter 10 Diffraction March 9, 11 Fraunhofer diffraction: The single slit 10.1 Preliminary considerations Diffraction: The deviation of light from propagation.
Dispersion Measurements Lecture-3. Dispersion Measurements Measurement of Intermodal Dispersion The most common method for measuring multimode fiber bandwidth.
Fiber Bragg Gratings.
1 Stephen SchultzFiber Optics Fall Optical Fibers.
Space-time analogy True for all pulse/beam shapes Paraxial approximation (use of Fourier transforms) Gaussian beams (q parameters and matrices) Geometric.
Fundamental of Fiber Optics. Optical Fiber Total Internal Reflection.
Array Waveguide Gratings (AWGs). Optical fiber is a popular carrier of long distance communications due to its potential speed, flexibility and reliability.
Ultrafast Experiments Hangwen Guo Solid State II Department of Physics & Astronomy, The University of Tennessee.
1/9/2007Bilkent University, Physics Department1 Supercontinuum Light Generation in Nano- and Micro-Structured Fibers Mustafa Yorulmaz Bilkent University.
§ 4 Optical Fiber Sensors
Optical Fiber Basics-Part 2
1 §5 Multiplexed and distributed sensors 1.Basic sensor array topologies 2.Time division multiplexing (TDM) 3.Wavelength division multiplexing (WDM) 4.Optical.
Mode Group Diversity Multiplexing in Step Index and Graded Index Multimode Fibers Grzegorz Stępniak.
WHY ???? Ultrashort laser pulses. (Very) High field physics Highest peak power, requires highest concentration of energy E L I Create … shorter pulses.
Optical Fiber Communications
Simulation of Nonlinear Effects in Optical Fibres
Andrey V. Zamyatin Femtosecond Ultra-Broadband Light Sources 4119 Twilight Ridge, San Diego, CA 92130, USA Tel:: (858) Fax:: (858) :
Defect Review in the Photonics Revolution Aaron Lewis Nanonics Imaging Ltd. The Manhat Technology Park Malcha, Jerusalem ISRAEL Tel:
Kerr Effect  n = KE a 2 Applied field Kerr effect term An applied electric field, via the Kerr effect, induces birefringences in an otherwise optically.
Chapter 3 Signal Degradation in Optical Fibers
Observation of Backwards Pulse Propagation in Erbium Doped Fiber George Gehring 1, Aaron Schweinsberg 1, Christopher Barsi 2, Natalie Kostinski 3, Robert.
1. What is an NMR Spectrum ? 2. What are the Spectral Features? 3. What are the Spectral Parameters? 4. How much should be known about the NMR Phenomena.
Phase velocity. Phase and group velocity Group velocity.
0 Frequency Gain 1/R 1 R 2 R 3 0 Frequency Intensity Longitudinal modes of the cavity c/L G 0 ( ) Case of homogeneous broadening R2R2 R3R3 R1R1 G 0 ( )
Transverse Coherent Transition Radiation (TCTR) Experiment First Ideas for a Measurement Setup Max-Planck-Institute for Physics Munich Olaf Reimann, Scott.
Ring Resonators & Optofluidic Applications
10fs laser pulse propagation in air Conclusion The properties of femtosecond laser pulse propagation over a long distance (up to 100m) were studied for.
L. Corner and T. Hird John Adams Institute for Accelerator Science, Oxford University, UK 1AAC, USA, 2016 The efficient generation of radially polarised.
Phys102 Lecture 26, 27, 28 Diffraction of Light Key Points Diffraction by a Single Slit Diffraction in the Double-Slit Experiment Limits of Resolution.
Date of download: 9/19/2016 Copyright © 2016 SPIE. All rights reserved. Schematics of the 3-D printed probe for tissue collagen differentiation. (a) The.
Chapter 3 Signal Degradation in Optical Fibers
Optical Fiber Basics Part-3
Four wave mixing in submicron waveguides
Using a digital micromirror device for high-precision laser-based manufacturing on the microscale Please use the dd month yyyy format for the date for.
Ultrashort pulse characterisation
GROUP DELAY Group delay per unit length can be defined as:
Optical Coherence Tomography
Really Basic Optics Instrument Sample Sample Prep Instrument Out put
SIGNAL DISTORTION IN OPTICAL WAVE GUIDES
Mode coupling in optic fibers
1. 23/03/ Integrated Optical Modulators Satya Prasanna mallick Regd.no
The University of Adelaide, School of Computer Science
Chapter 35-Diffraction Chapter 35 opener. Parallel coherent light from a laser, which acts as nearly a point source, illuminates these shears. Instead.
+ applications.
Volume 112, Issue 4, Pages (February 2017)
Mapping vibrational modes of Si3N4 membrane - Ultrasonic Force Microscopies vs Laser Doppler Vibrometry The development of new micro and nano-electromechanical.
Principle of Mode Locking
Coherence 1 1.
Stabilizing the Carrier-Envelope Phase of the Kansas Light Source
And their applications
Study of Fast Ions in CESR
DIFFRACTION AND INTERFERENCE
High energy 6.2 fs pulses Shambhu Ghimire, Bing Shan, and Zenghu Chang
Wave front and energy front
Presentation transcript:

Waveguide group velocity determination by spectral interference measurements in NSOM Bill Brocklesby Optoelectronics Research Centre University of Southampton, UK

Motivation/background NSOM valuable for spatial measurements of propagation Fs pulses give easily-resolvable spectral information about their propagation Can measure evolution of continuum generation (Paper QFE5, Fri 11:30am, 203 B) Spectral interference between two pulses separated by small time interval NSOM can pick out this info with high spatial resolution

Spectral interference Overlap of frequencies from each pulse with different phases causes interference Results in spectral ‘fringes’ which vary with pulse separation Well-known from coherent control experiments Pulse intensity vs time Pulse spectrum

Spectral interference Overlap of frequencies from each pulse with different phases causes interference Results in spectral ‘fringes’ which vary with pulse separation Well-known from coherent control experiments Pulse intensity vs time Pulse spectrum

Spectral interference Overlap of frequencies from each pulse with different phases causes interference Results in spectral ‘fringes’ which vary with pulse separation Well-known from coherent control experiments Pulse intensity vs time Pulse spectrum

Samples - Ta2O5 rib waveguides Ta2O5 waveguides designed for supercontinuum generation (Mesophotonics, Ltd) Set of rib guides on SiO2, all on Si wafer Ta2O5 has high n2 Can produce octave continuum with high-energy input pulses Typically multimode at 4m width Ta2O5 guides 500nm 4m SiO2 Si wafer

NSOM geometry Probe output to CCD-based spectrometer SNOM probe NSOM probe locked to surface via shear force Uncoated probe samples evanescent field above guide evanescent decay lengths different for each mode Probe output to CCD-based spectrometer y x Continuum out 6mm uncoated pulled fiber tip, ~80nm tip diameter 100nm Femtosecond laser pulses in (87fs, 70MHz, 0.8nJ/pulse)

Spectrally-resolved NSOM data One lateral position along guide Spectral fringes are clear in NSOM data Some spectral broadening via SPM high n2 guides Red traces are not NSOM sampled - no interference 90fs pulse, 800pJ guide output input laser

Transforming the spectral fringes This is FT of spectral data - NOT the time profile Same for constant spectral phase Spectral fringes produce peaks in time data Separation of peaks increases with time Group velocity differences Many different mode differences

NSOM and mode beating Distance along guide Distance across guide Single frequency propagating along the guide in two modes will interfere, producing mode beating. Example - TM00, TM01 lateral intensity profile with distance Beat length given by phase velocity difference NSOM tip on guide edge sees coupled intensity modulation

Local spectral fringe variation For each frequency, mode beating produces regular intensity modulation in NSOM signal along guide Variation in phase velocity with wavelength causes spectral fringes at any particular length Variation of spectral fringe separation with distance gives group velocity Simulation of spectral intensity variation NSOM measurement of spectral intensity variation

Extracting group velocity information Plotting peaks from previous graph Different gradients give difference in group velocity between modes Expressed in terms of group index (c/vg), we get ng between 0.058 and 0.258 ng= 0.1 ng= 0.058 ng= 0.174 ng= 0.258

Effect of nonlinearity 2.1nJ Pulse energy varied from 0.8nJ to 2.1nJ No deviation of mode spacing in time Spectral broadening increases by x2 with pulse power 1.5nJ 0.8nJ 2.1nJ 1.5nJ 0.8nJ

Sensitivity to waveguide coupling Mode disappears Mode appears Change input coupling Change position of coupling lens change mode distribution Time pattern is sensitive to this Particular differences appear and disappear from time profile Moving coupling lens lower

Mode calculation Mode calculation TM00 TM01 Mode calculation finite difference and effective index modeling ~20 modes supported Ta2O5 index varied with wavelength appropriately to get group velocities Uncertainties in Ta2O5 index - annealing issues Measured index is qualitatively correct Too many modes to assign confidently calculated index differences

Summary Spectral interference changes spectrum sampled by NSOM probe from multimode waveguide Much information available Differences in mode group velocities directly measured Phase velocity at each wavelength also available in principle - check on group velocity. GVD via peak width? Plans to repeat with smaller, better characterized guides Fewer modes = more tractable Well-defined index makes accurate mode calculation possible

Acknowlegements John D. Mills, Tipsuda Chaipiboonwong Optoelectronics Research Centre, University of Southampton, SO17 1BJ, UK Jeremy J. Baumberg3,4 [4] Dept of Physics and Astronomy, University Of Southampton, SO17 1BJ, UK Martin D.B. Charlton2,3, Caterina Netti3, Majd E. Zoorob3, [2] School of Electronics and Computer Science, University of Southampton, SO17 1BJ, UK [3] Mesophotonics Ltd, Southampton Science Park, Southampton, SO16 7NP, UK