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AIM
Academy
Part 1:
Context
 Electronic-Photonic Integration
 Confinement
Part 2:
Passive
Devices
 Waveguides
Off-Chip Couplers
 Wavelength Division Multiplexing
Part 3:
Active
Devices
 Detectors
 Modulators
 Light Sources and Lasers
 Integrating Photonics
AIM
Academy CMOS Fabrication
CMOS Logic Platform
− Technology node
− Silicon substrate (bulk, SOI)
− Oxide gate, SiO2
− Salicide contacts, CoSi2
− Planarization
− Interconnect levels
− Vdd – Voltage drain-drain
3 Areas of Interest
- Substrate
- FEOL to PMD
- BEOL – Metallization
Integration Priorities
- FET Performance
- Thermal cycling-proper sequencing
- Cross Contamination
- Process complexity
IMD: Inter-Metal Dielectric
PMD: Pre-Metal Dielectric
FEOL: Front-End-Of-Line
BEOL: Back-End-Of-Line
*Salicide spike anneal 1050°C
 PMD – SiO2, Planarized
1.0mm
1.1mm
CMOS FET & Interconnect for 0.18 mm node
 Silicon Substrate p-type
 Gate, S/D junctions
 Metal – AlCu, Local
interconnect levels 1-4
 IMD – SiO2, Planarized
 Contacts – W studs
 Vias – W studs
900
<550
<450
750*
 Salicide, Ti, Co
AIM
Academy
Passive Photonics:
Waveguides
 Si-compatible
 Ultra-low loss in the IR
 Single mode design
 Losses: Measurement, Theory
 SOI, a-Si
 SiON, Si3N4
Substrate/Underlayer
SiO2 tunderclad
SiO2
200 nm
500 nm
~3.5 mm
~3 mm
Si
AIM
Academy Waveguide Materials
Core Si Si-rich
Si3N4
Si3N4 SiON
n 3.5 2.2 2.0 2.0-
1.445
n 2.055 0.755 0.555 0.555-0
 Dielectric waveguides
Core:
 Si: SOI, amorphous (a-Si)
 Si-rich Si3N4 / Si3N4: PECVD, LPCVD
 SiON: PECVD
Cladding:
 Undercladding: wet thermal SiO2
 Overcladding: PECVD SiO2
 Geometry
Strip
 h=0.2-1.0 mm (SOI, thin film)
 w=0.5-2.0 mm (UV-sub-UV lithography)
Ridge/rib
 h ~ 1 mm, trench=0.5-0.8 mm
 w= 1.0-5.0 mm
waveguide core refractive indices
SiO2 cladding is assumed in all cases.
Index difference: n2-0.01
AIM
Academy Waveguide Loss
a = S a = a side roughness + a top roughness + a bulk + a substrate
Si Substrate
 Substrate Leakage – f (n, h, w, tunderclad)
 Absorption – f (a bulk, n, h,w)
 Roughness Scattering – f (n, h, w, , Lc)
 Surface loss
 Sidewall loss
 Design > isolation design rules
 Material & process method
 CMP
 Etch & Post etch treatments
Sidewall scattering often dominates: TM mode lowest loss
abulk=acore+(1-)acladding
: power confinement factor
: roughness Amplitude
Lc: roughness correlation length
D. K. Sparacin, “Process and Design Techniques for Low Loss Integrated Silicon Photonics,” MIT Ph.D. Thesis (2006).
AIM
Academy
Metrology
Fabry-Pérot Method
 work with fewer samples: spectral scan
 FSR: peak spacing; loss/length: peak/valley ratio
 a priori knowledge of insertion loss: reflectivity calc deviates for n
 need accurate measure of waveguide length
d
Input
Output
~1.7 mm mode
field diameter
S.J. Spector et al., Proc. (2004).
D. K. Sparacin, “Process and Design Techniques for Low Loss Integrated Silicon Photonics,” MIT Ph.D. Thesis (2006).
S. Spector et al., Optical Amplifiers and Their Applications/Integrated Photonics Research, Technical Digest, IThE5 (OSA, 2004).
E(z  d,t) = Aei0 z
teid
t  (Aei0 z
teid
)reid
reid
t  (Aei0 z
teid
)reid
reid
 reid
reid
t  ... eit
=
Aei(0 zt)
eid
(1 r)2
1 x
, x  r2
ei2d
T =
E(z  d,t)
E(z,t)
2
=
eid
(1 r)2
1 r2
ei2d
2
a == imagimagreal i ;
AIM
Academy Si SOI Waveguides
 h=220 nm
 w=445 nm
Y.A. Vlasov and S.J. McNab, “Losses in single-mode silicon-on-insulator strip waveguides and
Bends,” Optics Express, v.12(8), pp. 1622-1631(2004).
aTE
TE 0.3 dB/cm
H. Rong, A. Liu, R. Jones, O. Cohen, D. Hak, R. Nicolaescu, A. Fang and M. Paniccia,
“An all-silicon Raman laser,” Nature, v.433(7023),pp.292-294 (2005)
1.5 mm SOI
 w=1.5 mm
 depth=0.7 mm
Ridge SOI waveguide
— w=1 mm
— w=5 mm
 aTE=3.6 ± 0.1 dB/cm
Si SOI: “photonic wire”
AIM
Academy
aTE=0.32  0.05 dB/cm
S. Spector, M. W. Geis, D. Lennon, R. C. Williamson, and T. M. Lyszczarz, " Hybrid multi-mode/single-mode waveguides for low loss," in
Optical Amplifiers and Their Applications/Integrated Photonics Research, Technical Digest (CD) (Optical Society of America, 2004), paper IThE5.
Mode-Engineered SOI Waveguides
 Couple light to first-order mode
 Multimode straight waveguide segments
 power remains confined to first-order mode
 minimal (TE) overlap with sidewalls
 Turns: adiabatic taper to single-mode waveguide
AIM
Academy
Conduction
Band
Valence
Band
Conduction
Band
Valence
Band
Conduction
Band
Valence
Band
Conduction
Band
Valence
Band
Conduction
Band
Valence
Band
Amorphous Silicon (a-Si) Waveguides
Dangling Bond States Absorb Light
 Extremely attractive as upper-level waveguide material
 Previous Reports of ~ 300 dB/cm Waveguide Loss
 H-passivation of a-Si reduces dangling bond states
 H-concentration in PECVD deposited a-Si materials is
high, should have low loss
D. K. Sparacin, “Process and Design Techniques for Low Loss Integrated Silicon Photonics,” MIT Ph.D. Thesis (2006).
AIM
Academy a-Si Waveguide, SiN clad
R. Sun, K. McComber, J. Cheng, D. K. Sparacin, M. Beals, J. Michel and L. C. Kimerling, “Transparent amorphous silicon channel waveguides with
silicon nitride intercladding layer,” Appl. Phys. Lett. v.94(14), p.141108 (2009)
TE-polarization, ring resonator measurements
Sample Resonance
wavelength (nm)
Extinction ratio
(dB)
-3 dB bandwidth
(pm)
Q factor Loss
(dB/cm)
1 1558.146 12.3 69.4 22452 12.0 ± 1.8
2 1559.587 5.4 25.8 60449 6.5 ± 0.9
3 1560.319 6.9 11.0 141847 2.7 ± 0.4
AIM
Academy Slot Waveguides
 Low index slot regions: potential host matrix for optically active dopants (Er,
nanocrystals)
 Access to effective index/group index values intermediate to Si3N4  Si waveguides
R. Sun, P. Dong, N. Feng, C.Y. Hong, J. Michel, M. Lipson, L.C. Kimerling, “Horizontal single and multiple slot waveguides: optical transmission at =1550 nm,” Opt. Exp. v.15(26), p.17967 (2007).
Expt Theory
74.6 pm/K 76.8 pm/K
65.4 pm/K 64.6 pm/K
Single Slot
Triple Slot
Si: 102.7 pm/K
dTd /
AIM
Academy
Passive Photonics:
Off-Chip Coupler
 Size mismatch of optical modes
 Index mismatch of materials
Optical Fiber Core
(8 mm )
SiO2
Cladding
Silicon Waveguide
(0.2 x 0.5 mm2)
AIM
Academy Adiabatic Taper
 Waveguide taper length >> wavelength
 In-plane taper: linear, parabolic, exponential,
Gaussian, hyperbolic
 Good Design: 80% power (TE) remains in
source mode
 Novel studies: rectangular taper
 TM mode more stable than TE
E.Marcatili, “Dielectric tapers with curved axes and no loss,” IEEE J.Quantum Electron., QE 21, 307-314 (1985).
G. Jin, S. Shi, A. Sharkawy and D.W. Prather, “Polarization effects in tapered dielectric
waveguides,” Opt. Express, v.11(16), pp.1931-1941 (2003).
AIM
Academy Inverted Taper Coupler
 CMOS process flow and fabrication
 100 modal area reduction
 10 coupling efficiency
V.R. Almeida, R.R. Panepucci and M. Lipson, “Nanotaper for compact mode conversion,”
Optics Lett., v.28(15), pp.1302-1304 (2003).
K.K. Lee, L.C. Kimerling, et al., “Mode transformer for miniaturized optical circuits,” Opt.
Lett. v.8(5), pp.498-500 (2005).
T. Tsuchizawa, H. Morita et al., “Microphotonics Devices Based on
Silicon Microfabrication Technology,” IEEE J. Select. Topics Quant. Elect., v.11(1),
pp.232-240 (2005).
AIM
Academy Grating Couplers
 Diffract incident light into waveguide
 1D Photonic Crystal (on SOI)
 Couple out-of-plane incident light
into modes propagating away from
in-plane stopband reflector
 Stopband location controlled by etch
depth
 Performance
 TE: 1 dB insertion loss
 35 nm 3dB-bandwidth
Source: http://silicon-photonics.ief.u-psud.fr
C. Li, H. Zhang, M. Yu, G. Q. Lo, Opt. Express 21, 7868-7874 (2013)
AIM
Academy 2D Grating Coupler
 2D Photonic Crystal in SOI
 Fiber TE/TM mode couple into different ridge
waveguides
 TM fiber mode transformed into TE
waveguide mode
 Built-in Polarization Diversity
D. Taillaert, H. Chong, P.I. Borel, L.H. Frandsen, R.M. De La Rue and R. Baets, “A Compact Two-Dimensional
Grating Coupler Used as a Polarization Splitter,” IEEE Phot. Tech. Lett., v.15(9), pp.1249-1251 (2003).
AIM
Academy Coupler Comparison
Coupler
Type
Coupler
Length/
Area
Coupling
Efficiency
Wavelength
Range
Polarization
Dependent
Adiabatic
Taper
40 μm 80% (TE) ultra-broadband yes
Inverted Taper 100 μm 90 % ultra-broadband yes
1D Grading
2D Grading
~10 μm
~100 μm2
80%
20%
broadband
broadband
yes
no
AIM
Academy
Passive Photonics:
Wavelength Division Multiplexing
 Dense WDM function
 Si-compatible, compact footprint
 Microrings, racetracks, slot rings
 Higher-order filters, embedded rings
T. Barwicz et al., Optics Express v.12(7), (2004).
AIM
Academy
 Lithography: 248nm
 Q ~ 2000, FSR~16 nm
1st-Order Ring & Racetrack Microring Filters
Q~500
6 mm
6 mmIn
Drop
Silicon
Thru-port 1 2 3 4
Thru-port
D. R. Lim, B. E. Little , K. K. Lee, M. Morse, H. H. Fujimoto, H. A. Haus, and L. C. Kimerling, “Micron-sized channel dropping filters using
silicon waveguide devices,” Proc. SPIE, 3847, pp.65-71 (1999).
Si3N4Si
1520 1540 1560
2mm Ring
FSR=48.6nm; Q=1050
DropPortPower(ArbUnits)
Wavelength (nm)
3 mm Ring
FSR=21nm; Q=3000
5 mm ring
FSR=18nm Q=3875
1x4 WDM (silicon nitride Rings)
1515 1520 1525 1530 1535 1540 1545
Wavelength (nm)
Power--samescale(au)
Port1
Port2
Port3
Port4
Thru
,...2,1
20
=
=
m
r
n
m
eff


AIM
Academy
M.A. Popović, H.I. Smith et al., “Multistage high-order microring-resonator add-drop filters,” Opt. Lett., vol. 31,
no. 17, pp. 2571-2573, September 2006.
M.A. Popović, H.I. Smith et al., “High-index-contrast, wide-FSR microring-resonator filter design and realization
with frequency-shift compensation,” in Optical Fiber Communication Conference (OFC/NFOEC) Technical
Digest (Optical Society of America, Washington, DC, March 6-11, 2005), paper OFK1, vol. 5, pp. 213-215.
>2nd Order Rings: Resonance Frequency
 Central ring: different
coupling coefficient 
different resonant frequency
 Compensated ring design
(wider waveguide) ensures
common resonance
frequency
 flatband response
 e-beam lithography
B.E. Little et al., IEEE Photon. Technol. Lett. 16, 2263 (Oct 2004)
AIM
Academy WDM Resonator Comparison
Resonator
Type
Quality
Factor
Bandwidth FSR
(L=50 –
100 μm)
Insertion Loss
1st Order Ring 104 - 105
(easy to achieve
high Q)
~103 – 102
GHz
(WDM)
6000 – 3000
GHz
<0.5 dB for gap
< 100 nm
Higher Order
Ring
102 - 103
(high Q
challenging)
~103 – 10
GHz flatband
(DWDM)
6000 – 3000
GHz
>1 dB for gap
< 100 nm
Racetrack 102 - 104 ~103 – 102
GHz
(WDM)
6000 – 3000
GHz
<1 dB for gap
< 100 nm

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ISP part 2

  • 1. AIM Academy Part 1: Context  Electronic-Photonic Integration  Confinement Part 2: Passive Devices  Waveguides Off-Chip Couplers  Wavelength Division Multiplexing Part 3: Active Devices  Detectors  Modulators  Light Sources and Lasers  Integrating Photonics
  • 2. AIM Academy CMOS Fabrication CMOS Logic Platform − Technology node − Silicon substrate (bulk, SOI) − Oxide gate, SiO2 − Salicide contacts, CoSi2 − Planarization − Interconnect levels − Vdd – Voltage drain-drain 3 Areas of Interest - Substrate - FEOL to PMD - BEOL – Metallization Integration Priorities - FET Performance - Thermal cycling-proper sequencing - Cross Contamination - Process complexity IMD: Inter-Metal Dielectric PMD: Pre-Metal Dielectric FEOL: Front-End-Of-Line BEOL: Back-End-Of-Line *Salicide spike anneal 1050°C  PMD – SiO2, Planarized 1.0mm 1.1mm CMOS FET & Interconnect for 0.18 mm node  Silicon Substrate p-type  Gate, S/D junctions  Metal – AlCu, Local interconnect levels 1-4  IMD – SiO2, Planarized  Contacts – W studs  Vias – W studs 900 <550 <450 750*  Salicide, Ti, Co
  • 3. AIM Academy Passive Photonics: Waveguides  Si-compatible  Ultra-low loss in the IR  Single mode design  Losses: Measurement, Theory  SOI, a-Si  SiON, Si3N4 Substrate/Underlayer SiO2 tunderclad SiO2 200 nm 500 nm ~3.5 mm ~3 mm Si
  • 4. AIM Academy Waveguide Materials Core Si Si-rich Si3N4 Si3N4 SiON n 3.5 2.2 2.0 2.0- 1.445 n 2.055 0.755 0.555 0.555-0  Dielectric waveguides Core:  Si: SOI, amorphous (a-Si)  Si-rich Si3N4 / Si3N4: PECVD, LPCVD  SiON: PECVD Cladding:  Undercladding: wet thermal SiO2  Overcladding: PECVD SiO2  Geometry Strip  h=0.2-1.0 mm (SOI, thin film)  w=0.5-2.0 mm (UV-sub-UV lithography) Ridge/rib  h ~ 1 mm, trench=0.5-0.8 mm  w= 1.0-5.0 mm waveguide core refractive indices SiO2 cladding is assumed in all cases. Index difference: n2-0.01
  • 5. AIM Academy Waveguide Loss a = S a = a side roughness + a top roughness + a bulk + a substrate Si Substrate  Substrate Leakage – f (n, h, w, tunderclad)  Absorption – f (a bulk, n, h,w)  Roughness Scattering – f (n, h, w, , Lc)  Surface loss  Sidewall loss  Design > isolation design rules  Material & process method  CMP  Etch & Post etch treatments Sidewall scattering often dominates: TM mode lowest loss abulk=acore+(1-)acladding : power confinement factor : roughness Amplitude Lc: roughness correlation length D. K. Sparacin, “Process and Design Techniques for Low Loss Integrated Silicon Photonics,” MIT Ph.D. Thesis (2006).
  • 6. AIM Academy Metrology Fabry-Pérot Method  work with fewer samples: spectral scan  FSR: peak spacing; loss/length: peak/valley ratio  a priori knowledge of insertion loss: reflectivity calc deviates for n  need accurate measure of waveguide length d Input Output ~1.7 mm mode field diameter S.J. Spector et al., Proc. (2004). D. K. Sparacin, “Process and Design Techniques for Low Loss Integrated Silicon Photonics,” MIT Ph.D. Thesis (2006). S. Spector et al., Optical Amplifiers and Their Applications/Integrated Photonics Research, Technical Digest, IThE5 (OSA, 2004). E(z  d,t) = Aei0 z teid t  (Aei0 z teid )reid reid t  (Aei0 z teid )reid reid  reid reid t  ... eit = Aei(0 zt) eid (1 r)2 1 x , x  r2 ei2d T = E(z  d,t) E(z,t) 2 = eid (1 r)2 1 r2 ei2d 2 a == imagimagreal i ;
  • 7. AIM Academy Si SOI Waveguides  h=220 nm  w=445 nm Y.A. Vlasov and S.J. McNab, “Losses in single-mode silicon-on-insulator strip waveguides and Bends,” Optics Express, v.12(8), pp. 1622-1631(2004). aTE TE 0.3 dB/cm H. Rong, A. Liu, R. Jones, O. Cohen, D. Hak, R. Nicolaescu, A. Fang and M. Paniccia, “An all-silicon Raman laser,” Nature, v.433(7023),pp.292-294 (2005) 1.5 mm SOI  w=1.5 mm  depth=0.7 mm Ridge SOI waveguide — w=1 mm — w=5 mm  aTE=3.6 ± 0.1 dB/cm Si SOI: “photonic wire”
  • 8. AIM Academy aTE=0.32  0.05 dB/cm S. Spector, M. W. Geis, D. Lennon, R. C. Williamson, and T. M. Lyszczarz, " Hybrid multi-mode/single-mode waveguides for low loss," in Optical Amplifiers and Their Applications/Integrated Photonics Research, Technical Digest (CD) (Optical Society of America, 2004), paper IThE5. Mode-Engineered SOI Waveguides  Couple light to first-order mode  Multimode straight waveguide segments  power remains confined to first-order mode  minimal (TE) overlap with sidewalls  Turns: adiabatic taper to single-mode waveguide
  • 9. AIM Academy Conduction Band Valence Band Conduction Band Valence Band Conduction Band Valence Band Conduction Band Valence Band Conduction Band Valence Band Amorphous Silicon (a-Si) Waveguides Dangling Bond States Absorb Light  Extremely attractive as upper-level waveguide material  Previous Reports of ~ 300 dB/cm Waveguide Loss  H-passivation of a-Si reduces dangling bond states  H-concentration in PECVD deposited a-Si materials is high, should have low loss D. K. Sparacin, “Process and Design Techniques for Low Loss Integrated Silicon Photonics,” MIT Ph.D. Thesis (2006).
  • 10. AIM Academy a-Si Waveguide, SiN clad R. Sun, K. McComber, J. Cheng, D. K. Sparacin, M. Beals, J. Michel and L. C. Kimerling, “Transparent amorphous silicon channel waveguides with silicon nitride intercladding layer,” Appl. Phys. Lett. v.94(14), p.141108 (2009) TE-polarization, ring resonator measurements Sample Resonance wavelength (nm) Extinction ratio (dB) -3 dB bandwidth (pm) Q factor Loss (dB/cm) 1 1558.146 12.3 69.4 22452 12.0 ± 1.8 2 1559.587 5.4 25.8 60449 6.5 ± 0.9 3 1560.319 6.9 11.0 141847 2.7 ± 0.4
  • 11. AIM Academy Slot Waveguides  Low index slot regions: potential host matrix for optically active dopants (Er, nanocrystals)  Access to effective index/group index values intermediate to Si3N4  Si waveguides R. Sun, P. Dong, N. Feng, C.Y. Hong, J. Michel, M. Lipson, L.C. Kimerling, “Horizontal single and multiple slot waveguides: optical transmission at =1550 nm,” Opt. Exp. v.15(26), p.17967 (2007). Expt Theory 74.6 pm/K 76.8 pm/K 65.4 pm/K 64.6 pm/K Single Slot Triple Slot Si: 102.7 pm/K dTd /
  • 12. AIM Academy Passive Photonics: Off-Chip Coupler  Size mismatch of optical modes  Index mismatch of materials Optical Fiber Core (8 mm ) SiO2 Cladding Silicon Waveguide (0.2 x 0.5 mm2)
  • 13. AIM Academy Adiabatic Taper  Waveguide taper length >> wavelength  In-plane taper: linear, parabolic, exponential, Gaussian, hyperbolic  Good Design: 80% power (TE) remains in source mode  Novel studies: rectangular taper  TM mode more stable than TE E.Marcatili, “Dielectric tapers with curved axes and no loss,” IEEE J.Quantum Electron., QE 21, 307-314 (1985). G. Jin, S. Shi, A. Sharkawy and D.W. Prather, “Polarization effects in tapered dielectric waveguides,” Opt. Express, v.11(16), pp.1931-1941 (2003).
  • 14. AIM Academy Inverted Taper Coupler  CMOS process flow and fabrication  100 modal area reduction  10 coupling efficiency V.R. Almeida, R.R. Panepucci and M. Lipson, “Nanotaper for compact mode conversion,” Optics Lett., v.28(15), pp.1302-1304 (2003). K.K. Lee, L.C. Kimerling, et al., “Mode transformer for miniaturized optical circuits,” Opt. Lett. v.8(5), pp.498-500 (2005). T. Tsuchizawa, H. Morita et al., “Microphotonics Devices Based on Silicon Microfabrication Technology,” IEEE J. Select. Topics Quant. Elect., v.11(1), pp.232-240 (2005).
  • 15. AIM Academy Grating Couplers  Diffract incident light into waveguide  1D Photonic Crystal (on SOI)  Couple out-of-plane incident light into modes propagating away from in-plane stopband reflector  Stopband location controlled by etch depth  Performance  TE: 1 dB insertion loss  35 nm 3dB-bandwidth Source: http://silicon-photonics.ief.u-psud.fr C. Li, H. Zhang, M. Yu, G. Q. Lo, Opt. Express 21, 7868-7874 (2013)
  • 16. AIM Academy 2D Grating Coupler  2D Photonic Crystal in SOI  Fiber TE/TM mode couple into different ridge waveguides  TM fiber mode transformed into TE waveguide mode  Built-in Polarization Diversity D. Taillaert, H. Chong, P.I. Borel, L.H. Frandsen, R.M. De La Rue and R. Baets, “A Compact Two-Dimensional Grating Coupler Used as a Polarization Splitter,” IEEE Phot. Tech. Lett., v.15(9), pp.1249-1251 (2003).
  • 17. AIM Academy Coupler Comparison Coupler Type Coupler Length/ Area Coupling Efficiency Wavelength Range Polarization Dependent Adiabatic Taper 40 μm 80% (TE) ultra-broadband yes Inverted Taper 100 μm 90 % ultra-broadband yes 1D Grading 2D Grading ~10 μm ~100 μm2 80% 20% broadband broadband yes no
  • 18. AIM Academy Passive Photonics: Wavelength Division Multiplexing  Dense WDM function  Si-compatible, compact footprint  Microrings, racetracks, slot rings  Higher-order filters, embedded rings T. Barwicz et al., Optics Express v.12(7), (2004).
  • 19. AIM Academy  Lithography: 248nm  Q ~ 2000, FSR~16 nm 1st-Order Ring & Racetrack Microring Filters Q~500 6 mm 6 mmIn Drop Silicon Thru-port 1 2 3 4 Thru-port D. R. Lim, B. E. Little , K. K. Lee, M. Morse, H. H. Fujimoto, H. A. Haus, and L. C. Kimerling, “Micron-sized channel dropping filters using silicon waveguide devices,” Proc. SPIE, 3847, pp.65-71 (1999). Si3N4Si 1520 1540 1560 2mm Ring FSR=48.6nm; Q=1050 DropPortPower(ArbUnits) Wavelength (nm) 3 mm Ring FSR=21nm; Q=3000 5 mm ring FSR=18nm Q=3875 1x4 WDM (silicon nitride Rings) 1515 1520 1525 1530 1535 1540 1545 Wavelength (nm) Power--samescale(au) Port1 Port2 Port3 Port4 Thru ,...2,1 20 = = m r n m eff  
  • 20. AIM Academy M.A. Popović, H.I. Smith et al., “Multistage high-order microring-resonator add-drop filters,” Opt. Lett., vol. 31, no. 17, pp. 2571-2573, September 2006. M.A. Popović, H.I. Smith et al., “High-index-contrast, wide-FSR microring-resonator filter design and realization with frequency-shift compensation,” in Optical Fiber Communication Conference (OFC/NFOEC) Technical Digest (Optical Society of America, Washington, DC, March 6-11, 2005), paper OFK1, vol. 5, pp. 213-215. >2nd Order Rings: Resonance Frequency  Central ring: different coupling coefficient  different resonant frequency  Compensated ring design (wider waveguide) ensures common resonance frequency  flatband response  e-beam lithography B.E. Little et al., IEEE Photon. Technol. Lett. 16, 2263 (Oct 2004)
  • 21. AIM Academy WDM Resonator Comparison Resonator Type Quality Factor Bandwidth FSR (L=50 – 100 μm) Insertion Loss 1st Order Ring 104 - 105 (easy to achieve high Q) ~103 – 102 GHz (WDM) 6000 – 3000 GHz <0.5 dB for gap < 100 nm Higher Order Ring 102 - 103 (high Q challenging) ~103 – 10 GHz flatband (DWDM) 6000 – 3000 GHz >1 dB for gap < 100 nm Racetrack 102 - 104 ~103 – 102 GHz (WDM) 6000 – 3000 GHz <1 dB for gap < 100 nm

Editor's Notes

  1. When integrating photonics with CMOS technology, the CMOS node gives an important baseline for layer thicknesses and thermal budgets. To fabricate active photonics devices elevated temperatures are usually necessary for dopant activation or epitaxial growth. If heaters need to be integrated for local temperature control, available materials, layer thicknesses, and process temperatures need to be considered.
  2. Overview of CMOS compatible materials that can be used for waveguide core and cladding. The refractive index n and the difference delta n is given in the table for specific core materials.
  3. Sources of waveguide loss. The image shows the cross section of an amorphous Si waveguide. The a-Si was first deposited and then the waveguide etched.
  4. Waveguide loss measurement using the Fabry-Perot method. The mirror for the waveguide ends in the top right figure is given by the index difference between the waveguide material and air and can have around 30% reflectivity. The bottom right figure shows the resonances of such a Fabry-Perot cavity. The loss can be calculated from the resonance maxima and minima as shown by the equation next to the Figure. This method is limited to losses of about 5-10 dB/cm.
  5. Two examples of early silicon-on-insulator (SOI) waveguides. SOI wafers for photonic applications typically have a 3 micron thick oxide underneath the bonded Si. The Si thickness is 220nm.
  6. Example of low loss Si waveguide by tapering waveguides wider for straight sections. Since higher order modes are not excited the fundamental mode does not interact with the wide waveguide side walls.
  7. Amorphous Si can be used as waveguide material when no crystalline Si is available and subsequent processing T are low. Deposited a-Si has high losses in the near IR due to deep level recombination centers. Hydrogen can passivate these recombination centers, however, due to the high mobility of H in a-Si, H-passivation is not stable.
  8. A way to improve the losses in a-Si waveguides is shown here. For the measurements, 3 ring resonators with different a-Si waveguides were fabricated. The first figure shows the resonance of an a-Si waveguide without any additional treatment. The table shows a loss of about 12 dB/cm. In second figure, the a-Si waveguide is clad with a thin film of SiN to reduce H outdiffusion. The loss improved to about 6.5 dB/cm. SiN itself adds loss to the waveguide due to N-H vibrational modes. When the H is removed from the SiN layer, but retained in the a-Si waveguide (third figure), the waveguide loss is reduced to about 2.5 dB/cm.
  9. Slot waveguides were introduced earlier. This slide shows the experimental confirmation that the mode is concentrated in the low index slots. Ring resonators made out of vertical slow waveguides were fabricated and the T-dependence of the resonance was measured. The resonance shift for Si is 102.7 pm/K, however, the slot waveguides show a smaller resonance shift that coincides with the slot modes.
  10. 12
  11. Adiabatic tapers are typically lossless when sufficiently long. However, length has to be limited due to space constraints. In-plane is more practical but has higher losses, 3D is much harder to fabricate. Bottom right image shows an FDTD (final difference time domain) simulation of a taper coupler.
  12. Inverted tapers have a very small tip (large mode diameter) to capture the fiber mode. As the taper expands, the mode is pulled into the waveguide. Smaller tips show lower losses. Larger tits can cause reflection of the light due to mode mismatch. Inverted tapers are widely used for edge coupling.
  13. Grating couplers work well for surface normal fiber coupling. As the fiber is tilted to a specific angle, the light can be couples from the fiber to a Si waveguide efficiently. Design of the grating coupler is important to reduce losses.
  14. 2D grating couplers allow to separate TE and TM polarization for very low loss coupling from an optical fiber. No polarization control needed in optical fiber.
  15. 17
  16. Examples of wavelength filtering using ring resonators. The top left image shows a race-track resonator with input waveguide (in), thru-port, and drop-port. The figure below shows the light in the drop-port for different ring circumferences. Larger rings show smaller FSR while smaller rings show larger FSR. The top right image shows a waveguide system with four differently sized rings. Below is shown the light in the thru-port (blue) and the light in the different drop-ports.
  17. Higher order rings improve the wavelength-selective coupling. Higher order rings allow for separation of closer spaced wavelengths. The figure on the right shows that slight coupling variations between rings distort the filter response. By adjusting the fabrication process to compensate for the coupling variations, the filter response can be perfect (bottom image).