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Slightly fishy? Combining NSOM with SEA TADPOLEJohanna Trägårdh, H. GersenUniversity of Bristol
Project aim 
Measure the full electric field of light propagating in a photonic structure. 
•Spectral amplitude, spectral phase and polarization Structure properties, n(w,x), dispersion 
•Locally / on a sub-wavelength scale 
•In a single point 
•In the near-field
Description of a laser pulse 
( ) ( ) ( )  w w w i E S e t I t e c c  i t t ( ) ( ) . ( ( )) 
2 
 1    w  
t w 
Fourier 
transform 
(w) 
S(w) 
Absolute phase 
( ) ( ) ( ) ... 2 
2 
2 0 
1 
0 0 1  w   w w   w w   
Equivalent to 
a time delay 
2nd order dispersion 
Linear chirp in time
Crossed beam spectral interferometry 
t=0 
, cos 2 sin  (w)  (w)) ref sig ref sig sig ref S(ω y )  S (ω) S (ω) S (ω)S (ω) ( ky θ   
( ) ( ) ( ) ... 2 
2 
2 0 
1 
0 0 1  w   w w   w w   
Signal 
Reference
NSOM on a waveguide 
Optical amplitude 
Amplitude 
Si 
SiO2 
SiON 
850nm 
Sample 
Near-field scanning optical microscope 
Tuning fork 
Fiberprobe 
10 nm 
Spatially Encoded Arrangement for Temporal Analysis by Dispersing a Pair of Light E-fields 
Signal 
(NSOM probe) 
Reference 
P. Bowlan, et al., Opt. Express 14, 11892(2006).
NSOM on a waveguide 
Optical amplitude 
Amplitude 
40mm x 4.8mm 
Topography 
Si 
SiO2 
SiON 
850nm 
Optical Amplitude
NSOM and SEA TADPOLE 
This measures: 
•Spectral amplitude and phase 
•In the near-field 
•In a single point 
•In 70 ms 
Frequency w 
y 
))()(sin2cos,wwrefsigsigrefsigrefθky()ω()Sω(S)ω(S)ω(S)yω(S
Measuring the dispersion 
The fringes in the interferogramwill shift as the phase of the detected light changes when the probe is moved
Measuring the dispersion 
Spectral Phase 
t=0 
c 
nwL 
  
Refractive index 
nmodel= 1.445 
nMZ = 1.46 
MZ
Measuring the group velocity 
x=0 
x=22 mm 
The change in fringe tilt shows that the signal pulse has moved in time. 
...)()()(22021100wwwww
Measuring the group velocity 
A linear term in the spectral phase is equivalent to a time delay 
t=0 ( ) ( ) ( ) ... 2 
2 
2 0 
1 
0 0 1  w   w w   w w   
w 
 
 w 
d 
d 
g Group delay: ( )  
Measuring the group velocity 
Retrieved group velocity 1.98108 
Group index ng=1.51 
Group index from model ng=1.47 
Fourier transform ( ) ( ) ( ) ( ) E S e E t i     w w w 
Probe position
Conclusion 
NSOM + SEA TADPOLE measures the full electric field of light 
propagating in a photonic structure. 
• Spectral amplitude, spectral phase (and polarization) 
• In the near-field 
• In a single point 
• Retrieve group velocity and n(w,x) 
SEA TADPOLE
Spectral interferometry on bulk optics 
t=0 
Angular frequency (THz) 
Phase (rad) 
(w) 
S(w) 
820 785 753 
Wavelength (nm) 
GDD=1163 fs2 
GDDcalc=1142 fs2 
( ) ( ) ( ) ... 2 
2 
2 0 
1 
0 0 1  w   w w   w w   
Frequency w 
25mm BK7 
No sample
Another way to track an ultrafast laser pulse in a photonic structure 
AOM f=80.0 MHz 
AOM f=80.07 MHz 
Heterodyne detection in a Mach-Zehnderinterferometer 
)cos()()(2detttItIISRw
Another way to track an ultrafast laser pulse in a photonic structure 
We want to measure the phase and amplitude of the electric field of the light pulse, and also where it is in time. 
AOM 
AOM
Another way to track an ultrafast laser pulse in a photonic structure 
We want to measure the phase and amplitude of the electric field of the light pulse, and also where it is in time. 
AOM 
AOM
Measuring the group velocity 
t=0 
Amplitude 
t=67 fs 
40mm x 4.8mm
Measuring the effective refractive index 
t=0 
Position (mm) 
Fourier transform 
n=1.46 
ncalc=1.445 
Frequency (1/nm) 
t=0 
A cos
Comparing the methods 
Heterodyne detection in Mach-Zehnderinterferometer: 
Measures effective refractive index (for centerfrequency). 
Measures group index (with an accurate delay) 
Requires scanning a large area –slow and requires periodic or invariant structures 
t=0 
Spectral interferometry: 
Measures n(w) 
Measures group index 
Only requiresmeasurements in two or a few points. 
In this configuration it requires a camera.

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Slightly fishy - Combining NSOM with SEA TADPOLE

  • 1. Slightly fishy? Combining NSOM with SEA TADPOLEJohanna Trägårdh, H. GersenUniversity of Bristol
  • 2. Project aim Measure the full electric field of light propagating in a photonic structure. •Spectral amplitude, spectral phase and polarization Structure properties, n(w,x), dispersion •Locally / on a sub-wavelength scale •In a single point •In the near-field
  • 3. Description of a laser pulse ( ) ( ) ( )  w w w i E S e t I t e c c  i t t ( ) ( ) . ( ( )) 2  1    w  t w Fourier transform (w) S(w) Absolute phase ( ) ( ) ( ) ... 2 2 2 0 1 0 0 1  w   w w   w w   Equivalent to a time delay 2nd order dispersion Linear chirp in time
  • 4. Crossed beam spectral interferometry t=0 , cos 2 sin  (w)  (w)) ref sig ref sig sig ref S(ω y )  S (ω) S (ω) S (ω)S (ω) ( ky θ   ( ) ( ) ( ) ... 2 2 2 0 1 0 0 1  w   w w   w w   Signal Reference
  • 5. NSOM on a waveguide Optical amplitude Amplitude Si SiO2 SiON 850nm Sample Near-field scanning optical microscope Tuning fork Fiberprobe 10 nm Spatially Encoded Arrangement for Temporal Analysis by Dispersing a Pair of Light E-fields Signal (NSOM probe) Reference P. Bowlan, et al., Opt. Express 14, 11892(2006).
  • 6. NSOM on a waveguide Optical amplitude Amplitude 40mm x 4.8mm Topography Si SiO2 SiON 850nm Optical Amplitude
  • 7. NSOM and SEA TADPOLE This measures: •Spectral amplitude and phase •In the near-field •In a single point •In 70 ms Frequency w y ))()(sin2cos,wwrefsigsigrefsigrefθky()ω()Sω(S)ω(S)ω(S)yω(S
  • 8. Measuring the dispersion The fringes in the interferogramwill shift as the phase of the detected light changes when the probe is moved
  • 9. Measuring the dispersion Spectral Phase t=0 c nwL   Refractive index nmodel= 1.445 nMZ = 1.46 MZ
  • 10. Measuring the group velocity x=0 x=22 mm The change in fringe tilt shows that the signal pulse has moved in time. ...)()()(22021100wwwww
  • 11. Measuring the group velocity A linear term in the spectral phase is equivalent to a time delay t=0 ( ) ( ) ( ) ... 2 2 2 0 1 0 0 1  w   w w   w w   w   w d d g Group delay: ( )  
  • 12. Measuring the group velocity Retrieved group velocity 1.98108 Group index ng=1.51 Group index from model ng=1.47 Fourier transform ( ) ( ) ( ) ( ) E S e E t i     w w w Probe position
  • 13. Conclusion NSOM + SEA TADPOLE measures the full electric field of light propagating in a photonic structure. • Spectral amplitude, spectral phase (and polarization) • In the near-field • In a single point • Retrieve group velocity and n(w,x) SEA TADPOLE
  • 14.
  • 15. Spectral interferometry on bulk optics t=0 Angular frequency (THz) Phase (rad) (w) S(w) 820 785 753 Wavelength (nm) GDD=1163 fs2 GDDcalc=1142 fs2 ( ) ( ) ( ) ... 2 2 2 0 1 0 0 1  w   w w   w w   Frequency w 25mm BK7 No sample
  • 16. Another way to track an ultrafast laser pulse in a photonic structure AOM f=80.0 MHz AOM f=80.07 MHz Heterodyne detection in a Mach-Zehnderinterferometer )cos()()(2detttItIISRw
  • 17. Another way to track an ultrafast laser pulse in a photonic structure We want to measure the phase and amplitude of the electric field of the light pulse, and also where it is in time. AOM AOM
  • 18. Another way to track an ultrafast laser pulse in a photonic structure We want to measure the phase and amplitude of the electric field of the light pulse, and also where it is in time. AOM AOM
  • 19. Measuring the group velocity t=0 Amplitude t=67 fs 40mm x 4.8mm
  • 20. Measuring the effective refractive index t=0 Position (mm) Fourier transform n=1.46 ncalc=1.445 Frequency (1/nm) t=0 A cos
  • 21. Comparing the methods Heterodyne detection in Mach-Zehnderinterferometer: Measures effective refractive index (for centerfrequency). Measures group index (with an accurate delay) Requires scanning a large area –slow and requires periodic or invariant structures t=0 Spectral interferometry: Measures n(w) Measures group index Only requiresmeasurements in two or a few points. In this configuration it requires a camera.