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PHOTONIC MATERIALS Rakesh Kumar Sinha
Photonics ,[object Object]
Why Do We Need Photonics instead of Electronics? ,[object Object],[object Object],[object Object],[object Object]
Photonic Crystals Principles and Applications
SO WHAT ARE PHOTONIC CRYSTALS ?   ,[object Object],[object Object]
Photonic crystal with a complete band gap when index contrast is large enough
Features of a photonic crystal ,[object Object]
In  2D photonic crystal  structures it is possible to confine light within a  cavity . Photonic band gaps appear in the plane of periodicity and in 2D  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
Photonic Crystals The Principle with photonic band gaps: “ optical insulators ” “ magical oven mitts”  for holding and controlling light can trap light in  cavities and  waveguides  (“wires”)
Photonic Crystals The Principle ,[object Object],[object Object]
Analogy with semiconductors ,[object Object],[object Object],1D
Photonic band gap crystals -- a history   ,[object Object],[object Object]
Photonic Band Gaps ,[object Object],[object Object],[object Object]
[object Object]
Properties of Photonic Crystals
Negative Refraction opposite of   ordinary lens: only   images close objects does   not   require curved   lens can   exceed   classical diffraction limit
Properties of Photonic Crystals
Properties of Photonic Materials: Why no Scattering?? forbidden by gap (except for   finite- crystal   tunneling ) forbidden by Bloch ( k  conserved)
Properties of Photonic Crystals
Properties of Photonic Crystals: Wide Angle Splitters
Applications Of Photonic Crystals ,[object Object],[object Object]
Applications Of Photonic Crystals ,[object Object],A part of Photonic integrated circuit
Applications Of Photonic Crystals ,[object Object]
Imaging by a Flat Slab of  Photonic crystal ,[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],Scale Intensity:  -20 dB to -40 dB X-Y: 37.5 X 30 cm 2
Self organized Nano Photonic Crystal  Negative refraction in Photonic Crystal 3D IMAGING IN REAL SPACE Semiconductor substrate
Flat lens n = -1 d d = u + v v u object image Normal lens: Resolution cannot be greater than   Flat lens : no limitation on the resolution Image resolution Normal lens
E H H E PIM PIM Turning light on its Head Positive Refraction PIM NIM E H E H Negative Refraction
Conventional Optical lens   Photonic Crystal lens Advantages of Photonic Crystal lens Optical axis Limited aperture cannot NO Optical axis No limitation on aperture size Subwavelength imaging (evanescent wave amplification) PC : Scalability  to sub-micron dimensions -> applications at  optical frequencies
Applications Of Photonic Crystals ,[object Object],[object Object]
Applications Of Photonic Crystals Replacing conventional optical fibres The Glass Ceiling :  Limits of Silica Loss : amplifiers every 50–100km … cannot use “exotic” wavelengths like  10.6µm Nonlinearities :  after ~100km, cause dispersion, crosstalk, power limits (limited by mode area ~ single-mode, bending loss) also cannot be made (very) large for compact nonlinear devices Radical modifications to dispersion, polarization effects …tunability  is  limited Long  Distances High Bit-Rates Dense  Wavelength Multiplexing   (DWDM) Compact Devices
Future Applications ,[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object]
Fabrication Of Photonic Crystals An example of a two-dimensional photonic crystal. The distance between the 200 nm wide pillars is about 500 nm and the pillars are 1500 nm long.
Fabrication Of Photonic Crystals Waveguide bend in a two-dimensional array of rods. The waveguide bend is defined by removing a row rods.
Fabrication Of Photonic Crystals Microfabrication :  By layer by layer lithography. Colloidal self-assembly.
Fabrication Of Photonic Crystals ,[object Object],Layer-by-Layer Lithography •  Fabrication of   2d patterns in Si or GaAs is very advanced (think: Pentium IV, 50 million transistors) So, make 3d structure one layer at a time
 
The Woodpile
Lithography ,[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object]
 
[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],Lithography (contd.) The lithographic sequence is repeated for each physical layer
2µm Lithography at its best    = 780nm resolution = 150nm 7µm (3 hours to make)
Lithography at its best 2µm ( 300nm diameter   coils, suspended in ethanol,   viscosity-damped )
Lithography at its best
Mass Production by Holographic Lithography absorptive material Four beams   make 3d-periodic interference pattern (1.4µm) k -vector differences   give reciprocal lattice vectors ( i.e.  periodicity) beam polarizations + amplitudes (8 parameters) give unit cell
Holographic Lithography :The Results huge volumes ,  long-range periodic,   fcc   lattice…
Mass Production :Colloids microspheres  (diameter < 1µm) silica   (SiO 2 ) sediment  by gravity into close-packed   fcc lattice ! (evaporate)
Inverse Opals fcc solid spheres do not have a gap…   … but fcc spherical   holes in Si  do  have a gap [ figs courtesy D. Norris, UMN ] Infiltration sub-micron colloidal spheres Template (synthetic opal) 3D Remove Template “ Inverted Opal”
In Order To Form a More Perfect Crystal… meniscus silica 250nm ,[object Object],[object Object],Heat Source 80C 65C 1 micron  silica spheres in ethanol evaporate  solvent
A Better Opal
Inverse-Opal Photonic Crystal
Manufacturing Photonic Materials: The Biological Option   ,[object Object],[object Object],The  Mitoura Grynea   butterfly   Electron micrograph of a broken scale taken from  mitoura grynea  revealing a periodic array of holes responsible for the colour
Recent Developments (taking it a step ahead) ,[object Object],The picture depicts waveguide bend exhibiting 100% transmission
Recent Developments (taking it a step ahead) ,[object Object],[object Object],[object Object]
Recent Developments (taking it a step ahead) ,[object Object]
Recent Developments (taking it a step ahead) ,[object Object],[object Object],This image shows the microscopic structure of a three-dimensional photonic crystal that is capable of channeling and emitting light in the visible and telecommunications ranges .
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Photonic Materials

  • 2.
  • 3.
  • 4. Photonic Crystals Principles and Applications
  • 5.
  • 6. Photonic crystal with a complete band gap when index contrast is large enough
  • 7.
  • 8. In 2D photonic crystal structures it is possible to confine light within a cavity . Photonic band gaps appear in the plane of periodicity and in 2D 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
  • 9. Photonic Crystals The Principle with photonic band gaps: “ optical insulators ” “ magical oven mitts” for holding and controlling light can trap light in cavities and waveguides (“wires”)
  • 10.
  • 11.
  • 12.
  • 13.
  • 14.
  • 16. Negative Refraction opposite of ordinary lens: only images close objects does not require curved lens can exceed classical diffraction limit
  • 18. Properties of Photonic Materials: Why no Scattering?? forbidden by gap (except for finite- crystal tunneling ) forbidden by Bloch ( k conserved)
  • 20. Properties of Photonic Crystals: Wide Angle Splitters
  • 21.
  • 22.
  • 23.
  • 24.
  • 25. Self organized Nano Photonic Crystal Negative refraction in Photonic Crystal 3D IMAGING IN REAL SPACE Semiconductor substrate
  • 26. Flat lens n = -1 d d = u + v v u object image Normal lens: Resolution cannot be greater than  Flat lens : no limitation on the resolution Image resolution Normal lens
  • 27. E H H E PIM PIM Turning light on its Head Positive Refraction PIM NIM E H E H Negative Refraction
  • 28. Conventional Optical lens Photonic Crystal lens Advantages of Photonic Crystal lens Optical axis Limited aperture cannot NO Optical axis No limitation on aperture size Subwavelength imaging (evanescent wave amplification) PC : Scalability to sub-micron dimensions -> applications at optical frequencies
  • 29.
  • 30. Applications Of Photonic Crystals Replacing conventional optical fibres The Glass Ceiling : Limits of Silica Loss : amplifiers every 50–100km … cannot use “exotic” wavelengths like 10.6µm Nonlinearities : after ~100km, cause dispersion, crosstalk, power limits (limited by mode area ~ single-mode, bending loss) also cannot be made (very) large for compact nonlinear devices Radical modifications to dispersion, polarization effects …tunability is limited Long Distances High Bit-Rates Dense Wavelength Multiplexing (DWDM) Compact Devices
  • 31.
  • 32. Fabrication Of Photonic Crystals An example of a two-dimensional photonic crystal. The distance between the 200 nm wide pillars is about 500 nm and the pillars are 1500 nm long.
  • 33. Fabrication Of Photonic Crystals Waveguide bend in a two-dimensional array of rods. The waveguide bend is defined by removing a row rods.
  • 34. Fabrication Of Photonic Crystals Microfabrication : By layer by layer lithography. Colloidal self-assembly.
  • 35.
  • 36.  
  • 38.
  • 39.  
  • 40.
  • 41. 2µm Lithography at its best  = 780nm resolution = 150nm 7µm (3 hours to make)
  • 42. Lithography at its best 2µm ( 300nm diameter coils, suspended in ethanol, viscosity-damped )
  • 44. Mass Production by Holographic Lithography absorptive material Four beams make 3d-periodic interference pattern (1.4µm) k -vector differences give reciprocal lattice vectors ( i.e. periodicity) beam polarizations + amplitudes (8 parameters) give unit cell
  • 45. Holographic Lithography :The Results huge volumes , long-range periodic, fcc lattice…
  • 46. Mass Production :Colloids microspheres (diameter < 1µm) silica (SiO 2 ) sediment by gravity into close-packed fcc lattice ! (evaporate)
  • 47. Inverse Opals fcc solid spheres do not have a gap… … but fcc spherical holes in Si do have a gap [ figs courtesy D. Norris, UMN ] Infiltration sub-micron colloidal spheres Template (synthetic opal) 3D Remove Template “ Inverted Opal”
  • 48.
  • 51.
  • 52.
  • 53.
  • 54.
  • 55.
  • 56. THANK YOU !!!