+ All Categories
Home > Documents > Nanophotonics Class 8 Near-field optics. Resolution in microscopy Why is there a barrier in optical...

Nanophotonics Class 8 Near-field optics. Resolution in microscopy Why is there a barrier in optical...

Date post: 31-Mar-2015
Category:
Upload: carson-boston
View: 216 times
Download: 1 times
Share this document with a friend
Popular Tags:
19
Nanophotonics Class 8 Near-field optics
Transcript
Page 1: Nanophotonics Class 8 Near-field optics. Resolution in microscopy Why is there a barrier in optical microscopy resolution? And how can it be broken?

Nanophotonics

Class 8

Near-field optics

Page 2: Nanophotonics Class 8 Near-field optics. Resolution in microscopy Why is there a barrier in optical microscopy resolution? And how can it be broken?

Resolution in microscopy

Why is there a barrier in optical microscopy resolution?

And how can it be broken?

Page 3: Nanophotonics Class 8 Near-field optics. Resolution in microscopy Why is there a barrier in optical microscopy resolution? And how can it be broken?

i

2

1, ; , , e d d

4x yk x k y

x yk k z x y z x y

E E

Angular spectrum and diffraction limit

Describe field as superposition of plane waves (Fourier transform):

iˆ, , , ; e d dx yk x k y

x y x yx y z k k z k k

E E

Field at z=0 (object) propagates in free space as

iˆ ˆ, ; , ;0 e zk zx y x yk k z k k E E 2 2 2

0z x yk nk k k

The propagator H is oscillating for

and exponentially decaying for

22 20x yk k nk

22 20x yk k nk

High spatial fluctuations do not propagate: diffraction limit

E

Page 4: Nanophotonics Class 8 Near-field optics. Resolution in microscopy Why is there a barrier in optical microscopy resolution? And how can it be broken?

The diffraction limit in conventional microscopy

Image of a point source in a microscope, collecting part of the angular spectrum of the source:

Rayleigh criterion: two point sources distinguishable if spaced by the distance between the maximum and the first minimum of the Airy pattern

+

Airy pattern (microscope point spread function)

0.61dNA

sinNA n

Numerical Aperture determines resolution

Page 5: Nanophotonics Class 8 Near-field optics. Resolution in microscopy Why is there a barrier in optical microscopy resolution? And how can it be broken?

Breaking the diffraction limit in near-field microscopy

A small aperture in the near field of the source can scatter also the evanescent field of the source to a detector in the far field.

Image obtained by scanning the aperture

Alternatively, the aperture can be used to illuminate only a very small spot.

Page 6: Nanophotonics Class 8 Near-field optics. Resolution in microscopy Why is there a barrier in optical microscopy resolution? And how can it be broken?

Aperture probefibre type

Aperture probemicrolever type

Metallic particleSingle emitter

Probing beyond the diffraction limit

Page 7: Nanophotonics Class 8 Near-field optics. Resolution in microscopy Why is there a barrier in optical microscopy resolution? And how can it be broken?

Thin polymer film,self-assembled monolayer,

cell membrane, etc.

single fluorophores

NSOM probe

Excitation light

Fluorescence

Protein, dendrimer, DNA, etc.

FIB treated probeAperture ~20-100 nm

200 nm

Al

Transmission of light through a near-field tip

Modified slide from Kobus Kuipers and Niek van Hulst et al.

Page 8: Nanophotonics Class 8 Near-field optics. Resolution in microscopy Why is there a barrier in optical microscopy resolution? And how can it be broken?

glass

aluminum

500 nm

100 nm

100 nm

35 nm aperture

– well defined aperture – flat endface– isotropic polarisation– high brightness up 1 W

Ex Ey Ez

With excitation Ex , kz, :

Focussed ion beam (FIB) etched NSOM probeFocussed ion beam (FIB) etched NSOM probe

Veerman, Otter, Kuipers, van Hulst, Appl. Phys. Lett. 74, 3115 (1998)

xy

Page 9: Nanophotonics Class 8 Near-field optics. Resolution in microscopy Why is there a barrier in optical microscopy resolution? And how can it be broken?

Shear force feedback: molecular scale topography

Feedback on phase

Tip -sample < 5 nm

RMS ~ 0.1 nm

Feedback loop:

sample

Lateralmovement,A0 ~ 0.1 nm

Tuning fork32 kHzQ ~ 500

f

0

A0

piezo

Rensen, Ruiter, West, van Hulst, Appl. Phys. Lett. 75 1640 (1999) Ruiter, Veerman, v/d Werf, van Hulst, Appl. Phys. Lett. 71 28 (1997)

van Hulst, Garcia-Parajo, Moers, Veerman, Ruiter, J. Struct. Biol. 119, 222, (1997)

1.7 x 1.7 m

3 x 3 m

Steps on graphite (HOPG)

~ 0.8 nm step ~ 3 mono-atomic steps

DNAwidth 14 nm

height 1.4 nm

DNA on mica

Page 10: Nanophotonics Class 8 Near-field optics. Resolution in microscopy Why is there a barrier in optical microscopy resolution? And how can it be broken?

90o0o 1 m

100 nm

Perylene orange in PMMA

Ruiter, Veerman, Garcia-Parajo, van Hulst, J. Phys. Chem. 101 A, 7318 (1997)

Page 11: Nanophotonics Class 8 Near-field optics. Resolution in microscopy Why is there a barrier in optical microscopy resolution? And how can it be broken?

a b c

0 400 800 12000

40

80

120

45 nmFWHM

coun

ts /

pix

el

distance (nm)

DiIC18 moleculesin 10 nm PMMA layer1.2 x 1.2 m2; 3 nm/pix; 3 ms/pix

Single molecular mapping of the near-field distribution

Veerman, Garcia-Parajo, Kuipers, van Hulst, J. Microscopy 194, 477 (1999)

Page 12: Nanophotonics Class 8 Near-field optics. Resolution in microscopy Why is there a barrier in optical microscopy resolution? And how can it be broken?

Data from Kobus Kuipers and Niek van Hulst et al.

Mapping the near field of the probe

Page 13: Nanophotonics Class 8 Near-field optics. Resolution in microscopy Why is there a barrier in optical microscopy resolution? And how can it be broken?

0.0 0.5 1.0 1.5 2.0 2.5 3.00

10

20

30

40

50

kcou

nts/

s

lateral scan [m]

FWHM = 75 nm

S/B 20

NFO for Single Molecule Detection : Reduced excitation volume,

high resolution, low background

Single DiD molecule

in 30 nm polystyrene

with70 nm aperture probe

van Hulst, Veerman, Garcia-Parajo, Kuipers. J. Chem. Phys. 112, 7799 (2000)

Page 14: Nanophotonics Class 8 Near-field optics. Resolution in microscopy Why is there a barrier in optical microscopy resolution? And how can it be broken?

a b

c d

e

90o

emission

45 ± 2 nm

0o

emission

a

b

c

0 200 400 nm

Sample area: 440 x 440 nm2

Aperture diameter: 70 nmMutual distance: < 10 nm

Optical discrimination of individual molecules separated by nm mutual distance

van Hulst, Veerman, Garcia-Parajo, Kuipers. J. Chem. Phys. 112, 7799 (2000)

Page 15: Nanophotonics Class 8 Near-field optics. Resolution in microscopy Why is there a barrier in optical microscopy resolution? And how can it be broken?

120 fs pulses coupled

into the PhCW

Two arms of the interferometer equal in length gives

temporal overlap on the detector

Data from Kobus Kuipers and Niek van Hulst et al.

Time-resolved near-field scanning tunneling microscopy

Page 16: Nanophotonics Class 8 Near-field optics. Resolution in microscopy Why is there a barrier in optical microscopy resolution? And how can it be broken?

40 nm high ridge waveguide

239.5 x 7.62 m

239.5 x 7.62

m

TE00 pulse, l =1300 nm

duration : 120 fs

Pulse envelope

Pulse caught in 1 position

Fixed time delay

Data from Kobus Kuipers and Niek van Hulst et al.

A light pulse caught in time and space

Page 17: Nanophotonics Class 8 Near-field optics. Resolution in microscopy Why is there a barrier in optical microscopy resolution? And how can it be broken?
Page 18: Nanophotonics Class 8 Near-field optics. Resolution in microscopy Why is there a barrier in optical microscopy resolution? And how can it be broken?

Nanophotonics – class schedule

Class 1 - Resonances and refractive indexClass 2 - Nanoparticle scatteringClass 3 - Surface plasmon polaritonsClass 4 - Photonic crystalsClass 5 - Local density of optical statesClass 6 – Rare earth ions and quantum dotsClass 7 – MicrocavitiesClass 8 - Nanophotovoltaics Class 9 - MetamaterialsClass 10 – Near-field optics

Page 19: Nanophotonics Class 8 Near-field optics. Resolution in microscopy Why is there a barrier in optical microscopy resolution? And how can it be broken?

Class scheduleClass 1 - Resonances and refractive indexClass 2 - Nanoparticle scatteringClass 3 - Surface plasmon polaritons

Tour through Ornstein Lab

Homework assistanceClass 4 - Photonic crystalsClass 5 - Local density of optical states

Excursion to AMOLF-Amsterdam

Class 6 – Rare earth ions and quantum dotsClass 7 – Microcavities

Visit to Nanoned conference

Class 8 - Near field opticsClass 9 - Nanophotovoltaics

Excursion to Philips Research- Eindhoven

Class 10 - MetamaterialsClass 11 – Near-field opticsNanophotonics summaryClosing symposium


Recommended