Transcript Slide 1

Raman-excited spin coherences in
NV centers in diamond
Maria Simanovskaia
Experiments
 Non-degenerate four wave mixing
 Electromagnetically induced transparency
Non-degenerate four wave mixing
 NV diamond sample has ~30 ppm color centers, has peak optical density
of ~0.6 for 1 W/cm2 probe intensity at 15 K
 Used one dye laser, with acousto-optic frequency shifters
 Downshifted R1, R2, P from original frequency by 400, 280, and 420
MHz, respectively
 Intensities of R1, R2, P and repump beam were 1.2, 1.6, 5.6, 10
W/cm2
20 MHz
R1
R2
P
D
S = −1
S=0
120 MHz
Fine structure
20 MHz
R1
R2
P
S = −1
D
120 MHz
S=0
S = +1
• Sublevel splitting
due to external
magnetic field
S = ±1
120 MHz
2.88 GHz
S = −1
S=0
0G
B-field
1050 G
Non-degenerate four wave mixing
 3.5° intersection angle
 To complete equivalence: kD = kR2 − kR1 + kP
 514.5 nm argon laser used as a repump
 Protect against spectral hole burning
 Helmholtz coils
 Laser beams: linearly polarized, focused by 150-mm focal length lens
 15 K maintained by Janis helium-flow cryostat
Dye laser
Optics
Detector
Results: NDFWM
 Narrow linewidth is taken as
evidence of Raman process
 Homogeneous width of optical
transition (~50 MHz)
 Inhomogeneous width of spin transition (5 MHz)
 Recall: for NDFWM, intensities of R1, R2, P and repump beam were
1.2, 1.6, 5.6, 10 W/cm2
 Saturation intensities are
36 W/cm2 and 56 W/cm2 for
optical transitions resonant
with R1 and R2, respectively
Electromagnetically induced
transparency
 Lambda EIT scheme
Probe: R2,
1 W/cm2
 Used R2, R1 and repump
beams
Coupling: R1,
280 W/cm2
S = −1
120 MHz
S=0
120 MHz
Freq.
difference
R2, with diamond and R1
% Transmission
R2, with diamond
% Transmission
% Transmission
R2, no diamond
120 MHz
Freq.
difference
120 MHz
Freq.
difference
Results: EIT
 Max value of transparency is 17% of background absorption
 70% of what is possible (random orientation of NV center in
diamond)
 EIT linewidth is substantially
smaller than laser jitter
(~100 MHz) and the
optical homogeneous
linewidth
Thank you!