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Single Molecule Spectroscopy and Imaging
Ingo Gregor, Thomas Dertinger, Iris von der Hocht, Jan Sykora, Luru Dai, Jörg Enderlein
Institute for Biological Information Processing 1Forschungszentrum Jülich
Motivation
Cellular and molecular biology studies(cell signaling, membrane dynamics)
Distribution functions of molecular parameters (photo-physics, enzymatic
activity, binding affinity)
Ultra-sensitive chemical analysis (drug screening, medical diagnostics)
Jablonski Scheme of Fluorescence
S
S
T
0
1
1
Photobleaching
FluorescenceEmission
Excitation
Main challenge of single molecule detection: Raman and Rayleigh scattering
High-efficientoptical filters
Minimizing de-tection volume
Background ~ V
Long wave-length dyes
Background ~ λ-4
Tryptophan
Thyrosin
Collagen
Elastin
Flavins
Furan Coumarine Fluorescein Rhodamine Oxazine Cyanine
Courtesy: Christoph Zander. 1999 Uni GH Siegen
300 400 500 600 700
Coproporphyrine / Protoporphyrine
Chlorophyll
ηfl
Wavelength (nm)
Absoprtion Spectra of Standard Dyes and Autofluorescent Biomolecules
Fluorescence Correlation Spectroscopy
Confocal Fluorescence Microscopy
Principle of Confocal Detection
Objective
Dichroic mirror
Tube lens
Confocal aperture
Towards detector
Fluorescence Intensity Fluctuations
Fluorescence Intensity Fluctuations:Autocorrelation
Fluorescence Intensity Fluctuations:Autocorrelation
Fluorescence Intensity Fluctuations:Autocorrelation
Structure of an autocorrelation curve
Example: Measured FCS curves of yellow fluorescent protein
Amplitude of an autocorrelation curve
Normalized amplitude of an autocorrelation curve
Ideal molecule detection function
Molecule detectionfunction (1/e2 isosurface)
NA = 1.2
wd = 3 mmtubelens = 180 mm
n0 = 1.33
λex
= 635 nmω = 4.9 mm
focus pos. = 10 µmλ
em = 670 nm
magn. = 60pinhole radius = 50 µm
Cover-slide thickness deviation
Refractive index mismatch
Optical saturation
Intensity dependence of FCS (Alexa633)
10-5 10-4 10-3 10-2 10-10
0.2
0.4
0.6
0.8
1
time [s]
auto
corr
elat
ion
[a.u
.]30 µW100 µW300 µW
Pulsed versus cw-excitation (Alexa633)
0 200 400 600 800 10000.8
1
1.2
1.4
1.6
1.8
2
2.2
2.4 x 10-6
cw excitation power [µW]
appa
rent
diff
usio
n [c
m2 /s
]pulsed excitation @ 635 nmcw excitation @ 647 nm
Laser beam width and detection volume
2-focus confocal system
www.microscopyu.com
Time-tagged time-resolved mode of photon counting
-5 0 5 10 15
Laser pulse
Freq
uenc
y
Decay time (ns)
Fluorescence decay curve
τ τ τ τ τ τ τ τ1 2 3 4 5 6 7 8
Data: t1 t t t t t t t2 3 4 5 6 7 8
PIE: Pulsed interleaved excitation
0 5 10 15 20 25Time [ns]
Phot
on c
ount
s [a.
u.]
1 3 5 7 ....
2 4 6 8 ....
A
B
A B
Absolute FCS: two mutually shifted detection volumes
2fFCS of Atto655 in GdHCl: refractive index dependence
2fFCS: optical saturation dependence
“Hard” application of 2fFCS:Ca2+-binding of Calmodulin
Ca2+-binding of Calmodulin:Hydrodynamic radius
Protein folding/unfolding:Tryptophan cage
Measuring fast conformational fluctuationsof biomolecules
Time scale of interest: nanoseconds up to milliseconds
Reporter: (i) Intensity(ii) Lifetime
Probes: Förster resonance energy transferElectron transfer
Tryptophan induced fluorescence quenching of dye Atto655
N O
N
N
OHO
0 10 20 30 40 50 60
20
15
10
5
0
2.0
1.5
1.0
Trp [mM]
I /I/0
0τ τ
hν hν
k+
k+
k0 k0
k
k
Conformational dynamics of small peptide
W400exc µ=P
mW4exc =P
ns1201 =+kns2671 =−k
Conformational dynamics of small peptide(binding epitope of p53-antibody)
Time-tagged time-resolved mode of photon counting
-5 0 5 10 15
Laser pulse
Freq
uenc
y
Decay time (ns)
Fluorescence decay curve
τ τ τ τ τ τ τ τ1 2 3 4 5 6 7 8
Data: t1 t t t t t t t2 3 4 5 6 7 8
FLCSFluorescence lifetime correlation spectroscopy
FLCSFluorescence lifetime correlation spectroscopy
FLCS: Working principle
FLCSFluorescence lifetime correlation spectroscopy
Bi-exponential lifetime of a Cy5-streptavidin conjugate
FLCS of Cy5-Streptavidin
FLCS of Cy5-Streptavidin
τ = 1.7 ns τ = 0.7 ns
A > 90 % A < 10 %
dark state dark state
1.2 sµ
0.91 sµ
1.2 sµ
0.91 sµ
0.23 sµ 3.5 sµ 0.23 sµ 3.5 sµ
FLCS of Cy5-Streptavidin
Single Molecule Imaging
Fluorescing molecule as an electric dipole
Positive charge
Negative charge
OrientationAmplitude
The electric dipole:Near field, far field, and virtual photons
Oscillating dipole is surroun-ded by virtual photons that are damped with increasing distance from the dipole. During return to the ground state, a propagating photons is emitted carrying away the excited state energy.
Angular distribution of emission
Angular distributionof emitted radiation
is given by the classical sin2θ law.
In the quantum mechanical picture, the classical angular distribution of radiation corresponds to a probability of
emitting a photon into a given direction.
Tunneling of evanescent modes into optically denser medium: Vertical dipole case
upper mediumn1 = 1.33
lower mediumn2 = 1.33
Tunneling of evanescent modes into optically denser medium: Vertical dipole case
Emission into glass from a fluorescent molecule crossing a water/glass interface
Lifetime of fluorescent molecule crossing a water/glass interface
Collection efficiency of oil immersion microscope objective
Angular distribution of single moleculeson glass surface
Defocused imaging of single molecules
Dichroic Mirror
CCD
Microscope Table
PiFoc
KrAr450-700 nm
Oil Immersion1.4 NA, 100 x
Tube Lens
EmissionFilter Excitation/
PolarizationFilter
Theoretically calculated patterns
Defocused imaging of single molecules:pattern matching
Emission dipole hopping in a perylene tetrachromophore
Emission dipole hopping in a perylene tetrachromophore
Rotational diffusion of molecules
Rotational diffusion of molecules
Symmetric top Brownian rotator
( ) ( )( )
2 2
0 0 0
2
cos cos cos sin sin cos
sin , , , cos cos sin sin cos
t t
D t
d d d G t
e ⊥
π π π
− +∆
Θ = φ ψ − φ ψ θ
= θ φ ψ θ φ θ ψ φ ψ − φ ψ θ
=
∫ ∫ ∫
( )6 462 1 1 1cos3 6 2
D tD t
te e ⊥⊥ − + ∆−Θ = + +
( ) ( ) ( )2 12 12 93 3 3 1cos5 20 4
D t D t D t
te e e⊥ ⊥ ⊥− +∆ − +∆ − + ∆Θ = + +
( ) ( ) ( )6 4 20 4 20 166 204 1 1 9 3 1 1cos5 7 280 7 14 8
D t D t D tD t D t
te e e e e⊥ ⊥ ⊥⊥ ⊥ − + ∆ − + ∆ − + ∆− −Θ = + + + + +
||D D⊥∆ = −
Rotational diffusion of molecules:Correlation analysis
||D D⊥ <<
Motor proteins: myosin V along actin
Myosin V moving along actin filament
1.45 oil immersion objective
160 x magnification
10 ms exposure time / frame
defocusing 500 nm
Measurement by Erdal Toprak, UIUC
Myosin motion and reorientation
Myosin motion and reorientation
Myosin motion and reorientationN = 97 molecules1151 tilting events
Myosin motion and reorientation
We observe that there is a consistent fluctuation of β between two well defined angles as myosin V steps.
This is consistent with the lever arm hypothesis. Unlike β, the change in α shows no consistent or recognizable patternwhich is an evidence for diffusional binding of myosin V.
Superresolution microscopy: Overcoming Abbe's resolution limit
Fluorophore distribution(bar = 1µm)
Confocal Laser Scanning Microscope(CLSM)
(A tribute to microscopy pioneer Antoni van Leeuwenhoek)
Spatial resolution limit of standard light microscopy
position [µm]
inte
nsity
Lateral resolution limit of standard light microscopy: Abbe's equation
objective
N.A. = n sinθλ2n sinθ.
θ
.
Laser Scanning Confocal Microscopy (LSCM)
laser beam objective PSF
LSCM with deconvolution is completelyequivalent in resolution power
and photon usagewith structured illumination microscopy
Axial resolution limit of standard light microscopy
objective
θ0nk =λ
, cosznk θ = θλ
( ),02
0 ,2 2coszik zik zze e k k zθ
θ + = + −
( )1 cosnλ
− θ
4π microscopy
laser beam 1st objective
PSF
standing wave generation by counter-propagatingfocusing of two coherent laser beams
laser beam2nd objective
( )41 cos 2n nπ
λ λ=− θ
Back to basics: Physics of fluorescence
S
S
T
0
1
1
Photobleaching
FluorescenceEmission
Excitation
Ground state depletion microscopy:Using saturation of the excited state
Stimulated Emission
S
S
0
1
FluorescenceEmission
Excitation
STE
Stimulated Emission Depletion Microscopy
excitationlaser
PSF
STEDlaser
Stimulated Emission Depletion Microscopy
Stimulated Emission Depletion Microscopy
Temporal behavior of ground state depletion after sudden switch-on of excitation
Converting temporal into spatial information:Dynamic Saturation Optical Microscopy
0 0.1 0.2 0.3 0.4 0.50
0.1
0.2
0.3
0.4
0.5
0.6
0.7
0.8
0.9
10.0 sµ
0.1 sµ
0.2 sµ
3.2 sµ6.4 sµ
1.6 sµ
0.8 sµ
0.4 sµ
rel.
ampl
itude
x [ m]µ
0 2 4 6 8 100
0.1
0.2
0.3
0.4
0.5
0.6
0.7
0.8
0.9
1
time [ s]µ
rel.
ampl
itude
40 n
m
0 nm
80 n
m
160
nm
320
nm
Potential realization of Dynamic Saturation Optical Microscopy:
Potential realization of Dynamic Saturation Optical Microscopy:
Dynamic Saturation Optical Microscopy:Point spread function
Theoretical estimate of DSOM performance
DSOMDSOM
+Besselbeam
Fluorophore distribution(bar = 1µm)
Confocal Laser Scanning Microscope(CLSM)
Complex photophysics of Alexa647
Alexa 647
Combining DSOM and FCS
Alexa 647
Ground state depletion into triplet state
( ) ( )( )
( ) ( ){ }, expph iscph isc
ph isc ph isc
k k fs t k k f t
k k f k k fτ
= + − + τ + τ + τr
r rr r
( ) ( )( )1
af
a=
+ τr
rr
S
S
T
0
1
1Fluorescence
Emission
Excitation
Ground state depletion into metastable state(switchable chromophores)
( ) ( ){ }, exp transs t k f t= −τr r ( ) ( )( )1
af
a=
+ τr
rr
S
S
M
0
1
FluorescenceEmission
Excitation
Ground state depletion into first excited state
( ) ( )( ) ( ){ }{ }1
1, 1 expa
s t a ta
−−
= − − τ + τ +r
r rr
S
S
0
1
FluorescenceEmission
Excitation
Summary of DSOM
Relatively simple: one laser only
employing a standard CLSM
pure electronic data evaluation
relatively robust against aberration
can be combined with 4π or other techniques
Drawback: resolution enhancement limited to ca. 5 times
Publications available at
www.joerg-enderlein.de
Acknowledgements/CooperationsIngo Gregor
Digambara PatraJan SykoraLuru Dai
Thomas DertingerIris von der Hocht
Jörg FitterThomas GenschBenjamin Kaupp
(FZ Jülich)
Markus Sauer(Univ. Bielefeld)
Hiroshi Uji-i, Johan Hofkens(Katholieke Universiteit Leuven)
Erdal Toprak, Paul Selvin(Univ. Illinois
Urbana-Champaign)