Repulsive Casimir force in chiral metamaterials

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Transcript Repulsive Casimir force in chiral metamaterials

TETY

Photonic- Phononic- and Meta Material

Group Activities

Mainly theory, also experiment (characterization)

Main research topics Metamaterials Photonic crystals Plasmonic structures

Web: http://esperia.iesl.forth.gr/~ppm

Main group members

TETY

Senior C. M. Soukoulis (TETY/FORTH) M. Kafesaki (FORTH/TETY) E. N. Economou (FORTH) N. Katsarakis (TEI/FORTH) Th. Koschny (FORTH/ISU) PhD T. Gundogdu (exp) Post-docs G. Kenanakis (exp) N. H. Shen R. S. Penciu A. Reyes-Coronado S. Foteinopoulou Students N. Vasilantonakis (exp) Ch. Mavidis I. Tsiapa (exp)

Main collaborations

TETY

FORTH-IESL G. Konstantinidis’ group - microfabrication M. Farsari’s group - direct laser writing S. Tzortzakis’ group - THz time domain spectroscopy M. Wegener’s group @ Karlsruhe Institute of Technology, Germany E. Ozbay’s group @ Bilkent University, Turkey J. Pendry’s group @ Imperial College, UK V. Orera group @ Univ. of Zaragoza, Spain Profactor company, Austria ….

Publications (2006-2010)

TETY

Publications number (with TETY affiliation): ~70 (3 Science, 4 PRL, 4 OL, 26 PRB, 7 APL, 11 OE) Citation number for these publications: ~2000

Metamaterials

TETY

Artificial, structured (in sub wavelength scale) materials Electromagnetic (EM) properties derive from shape and distribution of constituent units (usually metallic & dielectric components) EM properties not-encountered in natural materials EM properties

Electrical permittivity

Magnetic permeability Possibility to engineer electromagnetic properties

TETY

Left-handed metamaterials

Negative electrical permittivity (

) Negative magnetic permeability (

) Sov. Phys. Usp. 10, 509 (1968

)

k

  

c

real

n

2   

Negative ε, μ, n Novel and unique propagation characteristics in those materials!

Novel phenomena in left-handed metamaterials

TETY

Backwards propagation (opposite phase & energy velocity) Flat lenses “Perfect” lenses (subwavelength resolution ) air LHM S Negative refraction AIR LHM, n 2 <0 air S=E×H θ 1 source θ 2

• • •

Zero-reflection possibility Opposite Doppler effect Opposite Cherenkov

•

radiation ……

•

Interesting physical system

•

New possibilities for light manipulation

important potential applications

TETY

Application areas of left-handed metamaterials New solutions and possibilities in

• •

Imaging/microscopy Lithography Exploiting the subwavelength resolution capabilities of LHMs

•

Data storage

•

Communications and information processing (subwavelength guides , optimized/miniaturized antennas & filters , improved transmission lines ...)

•

….

Metamaterials beyond negative index

TETY

High index metamaterials Shrinkage of devices Cloaking Low index metamaterials Parallel beam formation Indefinite media Single-negative media Hyperlensing Bi-anisotropic media



Designing left-handed metamaterials

TETY

Most common approach: Merging structures of negative permittivity (ε) with structures of negative permeability (μ) Negative permeability: Structures of resonant loop-currents Negative permittivity: Continuous wires

C L

j Split Ring Resonator (SRR), Pendry, 1999 E Short-slabs pair, Shalaev, 2002

m

 1/

LC

TETY

Microwave (mm-scale) structures

TETY

Micro and nano-scale structures

Fabricated in MRG 1.4 μm 780 nm

Main investigation aims/directions

TETY

• • • • • •

A nalyze , understand , optimize and tailor metamaterial response Achieve optical metamaterials – reduce losses in metamaterials Achieve three-dimensional isotropic left-handed metamaterials Create switchable and tunable metamaterials Devise/analyze new designs and approaches for negative refraction and other interesting effects ( chiral, anisotropic, polaritonic metamaterials ) Explore novel phenomena and possibilities in metamaterials

Main investigation aims/directions

TETY

• • • • • •

Analyze, understand, optimize and tailor metamaterial response Achieve optical metamaterials – reduce losses in metamaterials Achieve three-dimensional isotropic left-handed metamaterials Create switchable and tunable metamaterials Devise/analyze new designs and approaches for negative refraction and other interesting effects (chiral, anisotropic, polaritonic metamaterials) Explore novel phenomena and possibilities in metamaterials

Optical metamaterials

TETY

THz and optical structures

5

m Five layers !

Fabricated in Crete Silver in polyimide Optics Letters 30, 1348 (2005) μ<0 @ ~6 THz n<0 @ 1.4 μm

Re(

n

)=-0.6 @

780 nm

Optical metamaterials “Magnetic” metamaterials response in high frequencies

TETY

Al metal Glass substrate No negative permeability at arbitrarily high frequencies Reducing a Results not affected by metal losses a: u.c. size

•

Saturation of response frequency in small length scales (a<500 nm)

•

Vanishing of negative permeability band-width

•

Weakening of permeability resonance

Optical metamaterials with gain

TETY

Gain atoms (4-level) embedded in host medium: In Finite Difference Time Domain Method are driven oscillators which couple to the local E field Rate equations:

N

3 

t

N

2 

t

N

1 

t

  pump

N

0  

N

3 32  1    

N

3 32

E

 

P

t a

 

N

2 21  1  

a

E

 

P

t

 

N

2 21  

N

1 10 

N

0 

t

 

N

1 10   pump

N

0

Driven oscillators:

 2

P

t

2   

P

t

 

a

2

P

  

a

N

E σ a is the coupling strength of P to the external E field and ΔN=N 2 -N 1

N 3 N 2 pump N 1 N 0  

E

crystals

B

 N 3 /  32  1 Lasing ω a

E

 

P

a

t

N 2 /  21 N 1 /  10  

H

   0 

E

  

P C. Soukoulis’ collaboration with Karlsruhe and MRG

Phys. Rev. B: 79, 241104 (Rapid) (2009)

Main investigation aims/directions

TETY

• • • • •

Analyze, understand, optimize and tailor metamaterial response

•

Achieve optical metamaterials – reduce losses in metamaterials Achieve three-dimensional isotropic left-handed metamaterials Create switchable and tunable metamaterials Devise/analyze new designs and approaches for negative index behaviour (chiral or anisotropic metamaterials) Explore novel phenomena and possibilities in metamaterials

Main investigation aims/directions

TETY

• • • • •

Analyze, understand, optimize and tailor metamaterial response

•

Achieve optical metamaterials – reduce losses in metamaterials Achieve three-dimensional isotropic left-handed metamaterials Create switchable and tunable metamaterials Devise/analyze new designs and approaches for negative index behaviour (chiral or anisotropic metamaterials) To explore novel phenomena and possibilities in metamaterials

TETY

Switchable and tunable metamaterials

UV The principle: Blue-shift tunable metamaterials & Dual-band switches Collaboration with S. Tzortzakis’ group PRB, 79, 161102 (R) (2009)

Main investigation aims/directions

TETY

• • • • •

Analyze, understand, optimize and tailor metamaterial response

•

Achieve optical metamaterials – reduce losses in metamaterials Achieve three-dimensional metamaterials Create switchable and tunable metamaterials Devise/analyze new designs and approaches for negative refraction and other interesting effects ( chiral, anisotropic, polaritonic metamaterials) Explore novel phenomena and possibilities in metamaterials

New designs/approaches

Negative refractive index in chiral media

TETY

Chiral structure: not-identical to its mirror image

n

  •

Different index for left- and right handed circularly polarized waves

•

Alternative path to achieve negative index

Left handed Right handed

D B

  

E

H

i

H

i

E

Besides negative index:

•

Polarization rotation

•

Circular dichroism Negative index Large polarization rotation Large circular dichroism

Main investigation aims/directions

TETY

• • • • •

Analyze, understand, optimize and tailor metamaterial response

•

Achieve optical metamaterials – reduce losses in metamaterials Achieve three-dimensional metamaterials Create switchable and tunable metamaterials Devise/analyze new designs and approaches for negative refraction and other interesting effects (chiral, anisotropic, polaritonic metamaterials) Explore novel phenomena and possibilities in metamaterials

TETY

Novel phenomena and possibilities in metamaterials

•

Super-lensing in anisotropic “negative” metamaterials

•

Electromagnetically-induced-transparency in metamaterials

•

Repulsive Casimir force in chiral metamaterials

Main investigation aims/directions

TETY

• • • • • •

A nalyze , understand , optimize and tailor metamaterial response Achieve optical metamaterials – reduce losses in metamaterials Achieve three-dimensional metamaterials Create switchable and tunable metamaterials Devise/analyze new designs and approaches for negative refraction and other interesting effects ( chiral, anisotropic, polaritonic metamaterials ) Explore novel phenomena and possibilities in metamaterials Photonic crystals Besides metamaterials ?

Plasmonic systems

Air

TETY

Lasing threshold for 2D inverse photonic crystals (TM)

Gain Thickness: 8400 nm E H k Lattice constant a = 840 nm

Much lower lasing threshold (at

Width of square hole: w = 540 nm Emission frequency: 100 THz

upper band edge) than bulk gain

Dielectric constant of gain: 11.7

Main investigation aims/directions

TETY

• • • • • •

A nalyze , understand , optimize and tailor metamaterial response Achieve optical metamaterials – reduce losses in metamaterials Achieve three-dimensional metamaterials Create switchable and tunable metamaterials Devise/analyze new designs and approaches for negative refraction and other interesting effects ( chiral, anisotropic, polaritonic metamaterials ) Explore novel phenomena and possibilities in metamaterials Photonic crystals Besides metamaterials ?

Plasmonic systems