Fabrication of whispering gallery modes microcavity during optical trapping ASHIDA LAB TOYOTA...

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Fabrication of whispering gallery modes microcavity during optical trapping ASHIDA LAB TOYOTA YUSUKE

Transcript of Fabrication of whispering gallery modes microcavity during optical trapping ASHIDA LAB TOYOTA...

Page 1: Fabrication of whispering gallery modes microcavity during optical trapping ASHIDA LAB TOYOTA YUSUKE.

Fabrication ofwhispering gallery modes microcavity during optical trappingASHIDA LAB

TOYOTA YUSUKE

Page 2: Fabrication of whispering gallery modes microcavity during optical trapping ASHIDA LAB TOYOTA YUSUKE.

Contents Introduction ・ optical cavity ・ whispering gallery modes (WGM) microcavity Motivation Radiation force Experimental method & set up Result Future plan

Page 3: Fabrication of whispering gallery modes microcavity during optical trapping ASHIDA LAB TOYOTA YUSUKE.

Optical cavity

d

2d = n λ     resonate

application・ laser・ increase of non-linear optical effect・ light amplifier

vacuum

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Q-factor & mode volume

Q = τ ντ : photon lifetime in cavityν : resonance frequency

dloss

mode volume

the smaller mode volume become,the more light reflect.

low Q-factor

many losses

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WGM   Microcavity

High Q-factor despite small mode volume

Wave optics

LASERWave

LASERGeometric

Geometric optics

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Mode number Mode number n, m, l

For example

A variety of mode numbersmake a variety of mode patterns.

Fundamental WGM

n = 1

Kippenberg, T.J.A. Nonlinear optics in ultra-high-Q whispering-gallery optical microcavities. (2004). at <http://resolver.caltech.edu/CaltechETD:etd-06072004-085555>

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Mode number l

l = 4 l = 3

half wavelength

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Mode number m

m = 0

m = l - 2

m = l

m = 0

m = l - 2

m = l

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Free spectra range

Wavelength

Wavelength

FSRl

FSRm Oblate sphere

sphere l = 2

l = 3

l = 4

l = 2l = 3l = 4

inte

nsity

inte

nsity

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Previous work

sample

Ablation laser

Laser ablation in superfluid He Melting of optical fiber

CO2 laser

Optical fiber2 K

Fabricate Multiple microcavities at one timeImpossible to select size

Oblate sphereLimited materialPossible to select size

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Motivation Size selectivity, high sphericity, a variety of material

Optical trap

trap beam

CO2 laser

surface tensionHow to form sphere ??

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Radiation force

Gradient force

Dissipative forceOptical manipulation

Optical trap

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Experimental method

Dual beam trap

Gradient force

Optical trap

Dissipative force

d

importantd is longer than that of single beam trap.

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Optical trap

Optically trapped single SiO2 microsphere

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Set upTi:sapphire laser   784 nm, 1.8 W

CO2 laser 10.6 μm

Polarized BS

L1L2

CF

White light

spectrometer

λ/2

L1

White light

spectrometer

90°

L1 f = 8.00 mm NA = 0.5L2 f = 100 mm

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Experimental step

Gradient force

Optical trap

Ultrasonic nebulizer

Ethanol droplet : silica = 3000 : 1

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Experimental step① Measure scattering light

White light

CO2 laser

② Melt

③ Measure scattering light again

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Result in

tens

ity (a.

u.)

750700650600550wavelength (nm)

scattering spectra calculated spectra 90° direction( ) calculated spectra all direction( )

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Result

Blue shift

inte

nsity

(a.

u.)

750700650600550

wavelength (nm)

before melting CO2 (1.2 W) CO2 (2.6 W) CO2 (3.8 W) CO2 (4.2 W)

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Result

Blue shift

inte

nsity

(a.

u.)

670665660655650

wavelength (nm)

before melting CO2 (1.2 W) CO2 (2.6 W) CO2 (3.8 W) CO2 (4.2 W)

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Summary

We achieved optical trapping of a single SiO2 microsphere and observed WGM spectra.

We melted the optically trapped single SiO2 microsphere and observed blue shift of the WGM spectra.

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Future plan

White light

CO2 laser

Semiconductor microparticle (NOT sphere)