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Modelling of TiO2 based slot waveguides with
high optical confinement in 90o arc
Author
Sergey Degtyarev
Co-Author and Presenter
Muhammad Ali Butt
Senior Scientist
Samara State Aerospace University, Russia
ICECUBE CONFERENCE, 11-12 April 2016
Quetta, Pakistan
Straight channel waveguide
S-bend waveguide
Power splitter (Y-splitter)
Waveguide reflector
EO phase modulator
Mach-Zehnder Interferometer
EO-TE/TM converter
Anisotropic
directional coupler
Introduction
1
Basic integrated photonic components
Conventional waveguides
Waveguides are the structures that confines
the optical radiation by total internal reflection
Step -index waveguide
Graded-index waveguide
Techniques of fabrication
Step-index Graded-index
Liquid phase epitaxy Ion exchange
Molecular beam epitaxy Proton exchange
Pulsed laser deposition Metal diffusion
Sputtering Ion implantation
Laser writing(refractive index
modification)
a) Radiation mode
b ) Substrate mode
c) Guided mode
Light
behaviour
in optical
waveguide
2
Slot Waveguide
A slot-waveguide produces high E-field amplitude, optical power, and
optical intensity in low-index materials at levels that cannot be achieved with
conventional waveguides.
Schematic of slot waveguide. The propagation
of light is in “Y” direction
Electric field distribution at the
output of slot waveguide
3
Applications of slot waveguides
• Slot waveguide can be used to greatly increase the sensitivity of compact
optical sensing devices.
• It provides highly efficient interaction between fields and active materials
which lead to all- optical switching, optical amplification and optical
detection.
Ring resonator based gas sensor
J. Leuthold, C. Koos & W. Freude Nature
Photonics 4, 535 - 544 (2010)
Enhanced Evanescent confinement in
multiple-slot waveguides and its application
in biochemical sensing
IEEE Photonics Journal (2009)
4
Selection of waveguide material
• Titanium dioxide is a potential photonic material.
• It has high refractive index (2.4) which can enhance optical confinement
down to nanoscale dimensions and tight waveguide bends for dense on-chip
integration.
• It is transparent over a broad range of wavelength that comprises the visible
and near infrared.
• It is non linear photonic material. As compared to silica, its nonlinearity is 25
times higher.
5
Simulation parameters
• Simulations are conducted with Comsol
Multiphysics @ software
• Calculation method =Helmholtz equation
solving with the finite element
• Grid size= λ / 30 for TiO2 claddings and λ / 10
or air slot
• Refractive index n=2.433
• Wavelength λ = 1520 nm
• Slot width is 50 nm
• Waveguide height H = 400 nm
• Overall waveguide width = 450 nm
• Radius of Curvature range=400 to 1600 nm
Electric field distribution at the
output of slot waveguide
Slot waveguide with bend 6
TE and TM polarization
1520 nm at TM polarization 1520 nm at TE polarization
Electric field intensity pattern at the output of slot waveguide
7
Slot waveguide with 90o arc configuration
Schematic of symmetric Slot waveguide
with 90o bend
Electric field distribution at the output of 90o
bend symmetric slot waveguide with 1 µm
radius of curvature
Electric field distribution at the output of
Symmetric slot straight waveguide
8
Proposed configuration for better
confinement of light in slot waveguide
Slot displacement towards
inside of bend
Slot displacement towards
outside of bend
9
10
Electric field distribution at the output of slot
waveguide
Symmetric slot straight waveguide 90o bend symmetric slot waveguide
with 1 µm radius of curvature,
Asymmetric slot waveguide with 1 µm
radius of curvature, slot displaced outside of
the bend
Asymmetric slot waveguide with 1µm
radius of curvature, slot displaced inside
of the bend
Study of relative power in the slot
Normalized relative power restrained in the slot for various
slot displacements and bend radius
11
Losses in the slot due to bends
Slot waveguide losses due to bends for different radius of
curvature at constant slot displacement
Losses= 10x log(Pout/Pin)
12
Conclusion
• The influence of the slot width and displacements on the TE modal
solution of the waveguides of several bend radii was studied with the
help of Comsol multiphysics software simulations.
• The high confinement of the EM field can be realized by embedding
the asymmetrical slot arrangement relative to the center of the
waveguide. This enhances the electric and power field densities in the
slot.
• Such high confinement permits the realization of new photonic devices
such as directional couplers, ring resonators, splitters and de-
multiplexers based on slot waveguides which require strong field
intensities to create nonlinear effects. This will encourage the
fabrication of compact integrated optical elements on chip.
13
Thank you very much for your
attention!!!!
Modelling of TiO2 based slot waveguides with
high optical confinement in 90o arc
Muhammad Ali Butt
Senior Scientist
Science and Research Laboratory of Automated
systems of Science Researches,
Samara State Aerospace University, Russia
Email: m.a.butt@ssau.ru
ICECUBE CONFERENCE, 11-12 April 2016
Quetta, Pakistan

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conference presentation-17

  • 1. Modelling of TiO2 based slot waveguides with high optical confinement in 90o arc Author Sergey Degtyarev Co-Author and Presenter Muhammad Ali Butt Senior Scientist Samara State Aerospace University, Russia ICECUBE CONFERENCE, 11-12 April 2016 Quetta, Pakistan
  • 2. Straight channel waveguide S-bend waveguide Power splitter (Y-splitter) Waveguide reflector EO phase modulator Mach-Zehnder Interferometer EO-TE/TM converter Anisotropic directional coupler Introduction 1 Basic integrated photonic components
  • 3. Conventional waveguides Waveguides are the structures that confines the optical radiation by total internal reflection Step -index waveguide Graded-index waveguide Techniques of fabrication Step-index Graded-index Liquid phase epitaxy Ion exchange Molecular beam epitaxy Proton exchange Pulsed laser deposition Metal diffusion Sputtering Ion implantation Laser writing(refractive index modification) a) Radiation mode b ) Substrate mode c) Guided mode Light behaviour in optical waveguide 2
  • 4. Slot Waveguide A slot-waveguide produces high E-field amplitude, optical power, and optical intensity in low-index materials at levels that cannot be achieved with conventional waveguides. Schematic of slot waveguide. The propagation of light is in “Y” direction Electric field distribution at the output of slot waveguide 3
  • 5. Applications of slot waveguides • Slot waveguide can be used to greatly increase the sensitivity of compact optical sensing devices. • It provides highly efficient interaction between fields and active materials which lead to all- optical switching, optical amplification and optical detection. Ring resonator based gas sensor J. Leuthold, C. Koos & W. Freude Nature Photonics 4, 535 - 544 (2010) Enhanced Evanescent confinement in multiple-slot waveguides and its application in biochemical sensing IEEE Photonics Journal (2009) 4
  • 6. Selection of waveguide material • Titanium dioxide is a potential photonic material. • It has high refractive index (2.4) which can enhance optical confinement down to nanoscale dimensions and tight waveguide bends for dense on-chip integration. • It is transparent over a broad range of wavelength that comprises the visible and near infrared. • It is non linear photonic material. As compared to silica, its nonlinearity is 25 times higher. 5
  • 7. Simulation parameters • Simulations are conducted with Comsol Multiphysics @ software • Calculation method =Helmholtz equation solving with the finite element • Grid size= λ / 30 for TiO2 claddings and λ / 10 or air slot • Refractive index n=2.433 • Wavelength λ = 1520 nm • Slot width is 50 nm • Waveguide height H = 400 nm • Overall waveguide width = 450 nm • Radius of Curvature range=400 to 1600 nm Electric field distribution at the output of slot waveguide Slot waveguide with bend 6
  • 8. TE and TM polarization 1520 nm at TM polarization 1520 nm at TE polarization Electric field intensity pattern at the output of slot waveguide 7
  • 9. Slot waveguide with 90o arc configuration Schematic of symmetric Slot waveguide with 90o bend Electric field distribution at the output of 90o bend symmetric slot waveguide with 1 µm radius of curvature Electric field distribution at the output of Symmetric slot straight waveguide 8
  • 10. Proposed configuration for better confinement of light in slot waveguide Slot displacement towards inside of bend Slot displacement towards outside of bend 9
  • 11. 10 Electric field distribution at the output of slot waveguide Symmetric slot straight waveguide 90o bend symmetric slot waveguide with 1 µm radius of curvature, Asymmetric slot waveguide with 1 µm radius of curvature, slot displaced outside of the bend Asymmetric slot waveguide with 1µm radius of curvature, slot displaced inside of the bend
  • 12. Study of relative power in the slot Normalized relative power restrained in the slot for various slot displacements and bend radius 11
  • 13. Losses in the slot due to bends Slot waveguide losses due to bends for different radius of curvature at constant slot displacement Losses= 10x log(Pout/Pin) 12
  • 14. Conclusion • The influence of the slot width and displacements on the TE modal solution of the waveguides of several bend radii was studied with the help of Comsol multiphysics software simulations. • The high confinement of the EM field can be realized by embedding the asymmetrical slot arrangement relative to the center of the waveguide. This enhances the electric and power field densities in the slot. • Such high confinement permits the realization of new photonic devices such as directional couplers, ring resonators, splitters and de- multiplexers based on slot waveguides which require strong field intensities to create nonlinear effects. This will encourage the fabrication of compact integrated optical elements on chip. 13
  • 15. Thank you very much for your attention!!!!
  • 16. Modelling of TiO2 based slot waveguides with high optical confinement in 90o arc Muhammad Ali Butt Senior Scientist Science and Research Laboratory of Automated systems of Science Researches, Samara State Aerospace University, Russia Email: m.a.butt@ssau.ru ICECUBE CONFERENCE, 11-12 April 2016 Quetta, Pakistan