Electromagnetic field radiated by a point emitter on a graphene sheet Alexey Nikitin Instituto de Ciencia de Materiales de Aragón (Universidad de Zaragoza-CSIC)

Slides:



Advertisements
Similar presentations
Mikko Nisula Overview Introduction Plasmonics Theoretical modeling Influence of particle properties Applications.
Advertisements

Week 1 C Chapter 5 Electromagnetic Radiation A photon is the smallest element of electromagnetic energy. Photons are energy disturbances moving through.
Electromagnetic Waves
Radiant Energy Objectives: 1. Describe a wave in terms of its frequency, speed, and amplitude. 2. Identify the major regions of the electromagnetic spectrum.
Resonances and optical constants of dielectrics: basic light-matter interaction.
Surface polaritons in layered semiconductor structures M. Duracz, A. Rusina. Saint-Petersburg State Polytechnical University, Saint-Petersburg, Russia.
Beam manipulation via plasmonic structure Kwang Hee, Lee Photonic Systems Laboratory.
Nanoscale Optics and Photonics
Lavinia P. Rajahram 18 th April 2014 NANO LASER. SHRINKING THE LASER!
Structure of Atoms Rutherford's model of the atom was a great advance, however, it does not give an satisfactory treatment of the electrons. To improve.
Chapter 45 The Nature of Light. Light Particle (photon) Wave (electromagnetic wave) Interference Diffraction Polarization.
Integrated Optic Components  Passive: Requires no input power, like directional couplers, beam splitters, isolators, filters, lenses and prisms  Active:
Perfect absorption, gain and high-directive super-Planckian thermal emission in asymmetric hyperbolic metamaterials Media, characterized by permittivity.
CHEM 515 Spectroscopy Lecture # 1.
SURFACE PLASMON POLARITONS. SPPs Pioneering work of Ritchie (1957) Propagate along the surface of a conductor Trapped on the surface because of their.
Theoretical investigations on Optical Metamaterials Jianji Yang Supervisor : Christophe Sauvan Nanophotonics and Electromagnetism Group Laboratoire Charles.
Jacob B Khurgin Johns Hopkins University, Baltimore Greg Sun
L. Coolen, C.Schwob, A. Maître Institut des Nanosciences de Paris (Paris) Engineering Emission Properties with Plasmonic Structures B.Habert, F. Bigourdan,
A Resonance Applet fendt.de/ph11e/resonance.htm.
The Nature of Electromagnetic Waves and Light Sources.
Wave Nature of Light and Quantum Theory
Polarization Polarization is a characteristic of all transverse waves.
Blackbody Radiation & Atomic Spectra. “Light” – From gamma-rays to radio waves The vast majority of information we have about astronomical objects comes.
ESE 111 – Nanofabrication and Technology
Electromagnetic Spectrum
Chapter 7: Light Figure 7.8 Good APCs: 2, 3, 5, 6, 9, 10, 14, 18, 19, 20, 22, 23, 25, 28, 29, 30, 31, 42, 45, 46, and 48.
Consider a time dependent electric field E(t) acting on a metal. Take the case when the wavelength of the field is large compared to the electron mean.
1 Roland Kersting Department of Physics, Applied Physics, and Astronomy The Science of Information Technology Computing with Light the processing.
Determination of fundamental constants using laser cooled molecular ions.
INTRODUCTION Characteristics of Thermal Radiation Thermal Radiation Spectrum Two Points of View Two Distinctive Modes of Radiation Physical Mechanism of.
Chapter 34 Electromagnetic Waves. Poynting Vector Electromagnetic waves carry energy As they propagate through space, they can transfer that energy to.
Igor Nefedov and Leonid Melnikov
Final Problem EQ6: Is Light a wave?. Light is a form of radiation. It is the transfer of energy from place to place without the need of a medium. For.
J.R.Krenn – Nanotechnology – CERN 2003 – Part 3 page 1 NANOTECHNOLOGY Part 3. Optics Micro-optics Near-Field Optics Scanning Near-Field Optical Microscopy.
Physics and the Quantum Mechanical Model Notes. Light and the Atomic Spectrum Light is composed of waves at different wavelengths The wave is composed.
Electromagnetic Waves and Their Propagation Through the Atmosphere
Spontaneous Emission in 2D Arbitrary Inhomogeneous Environment Peng-Fei Qiao, Wei E. I. Sha, Yongpin P. Chen, Wallace C. H. Choy, and Weng Cho Chew * Department.
Surface Plasmon Resonance
The Spectrum of EM Waves According to wavelength or frequency, the EM waves can be distinguished into various types. There is no sharp boundary.
Introduction to Spectroscopy Yongsik Lee.
The design of dielectric environment for ultra long lifetime of graphene plasmon Dr. Qing Dai 22/10/2015.
-Plasma can be produced when a laser ionizes gas molecules in a medium -Normally, ordinary gases are transparent to electromagnetic radiation. Why then.
Dept. of Electrical and Electronic Engineering The University of Hong Kong Page 1 IMWS-AMP 2015 Manipulating Electromagnetic Local Density of States by.
Optoelectronics.
Penetration Depth & Reflectivity
Reading Quiz Sometimes a thin layer of oil on top of a puddle of water produces a rainbow pattern of colors. This is a result of: the interference properties.
Electrons in Atoms. Wave Behavior of Light Day 1.
SACE Stage 2 Physics Light and Matter Electromagnetic Waves.
PHYSICAL ELECTRONICS EEE2056
Surfaceplasmons in solar power Enhancing Efficiency of Solar Cells and Solar Thermal Collectors with surface Plasmon Resonances in Metal Nanoparticles.
Lecture_04: Outline Photoelectric Effect  Experimental facts  Einstein’s explanation  Problems.
Tunable excitons in gated graphene systems
Circuit QED Experiment
Superconducting Electromagnetic
Radiant Energy Objectives:
Electromagnetic Waves
Electromagnetic Radiation
Modelling & Simulation of Semiconductor Devices
THEORIES OF LIGHT Is light a wave or a stream of particles?
Origin of The Electromagnetic (EM) Waves
Light Big Idea: Electromagnetic Radiation, which includes light, is a form of radiant energy possessing properties of both waves and zero-mass particles.
Waves.
OPTICAL PROPERTIES K L University Department of Physics.
Electromagnetic Waves
Chapter 27 Early Quantum Theory
Chapter 3 Electromagnetic Theory, Photons and Light
Synchronized terahertz plasmons in ultra-thin membrane GaN HEMT arrays
Electromagnetic spectrum
Samuel Gomez Mentor: Sirak M. Mekonen
PLASMONICS AND ITS APPLICATIONS BY RENJITH MATHEW ROY. From classical fountations to its modern applications
Presentation transcript:

Electromagnetic field radiated by a point emitter on a graphene sheet Alexey Nikitin Instituto de Ciencia de Materiales de Aragón (Universidad de Zaragoza-CSIC) Zaragoza, 03/02/2011 In collaboration with: Luis Martín-Moreno, F. J. García-Vidal (UAM, Madrid) website: alexeynik.com

Outline of the presentation Why graphene? Unusual properties Surface EM waves in graphene Radiation patterns: surface plasmons and free-space fields A point source: the fundamental problem Possible applications

Why graphene? Unusual properties

Why graphene? Unusual optical properties Optical solutions: possible future of Electronics? Thin metallic optical interconnectors Graphene optical interconnectors

Why graphene? Unusual optical properties Atomic structure and electronic properties One atomic layer-thick Zero mass of electrons High electron mobility Pronounced response to external voltage Graphene transistors and integrated circuits H. B. Heersche et al., Nature 446, 56 (2007) Y.-M. Lin et al. (IBM), Science 327, 662 (2010) cutoff frequency of 100 GHz for a gate length of 240 nm supercurrent transistor

Why graphene? Unusual optical properties Optical properties Extremely thin, but seen with the naked eye It absorbs of white light Conductivity is sensible to external fields Saturable absorption Could be made luminescent Supports surface electromagnetic waves F. Bonaccorso et al., Nature Phot. 4, 611 (2010) Graphene-based optoelectronics LEDSolar cell Flexible smart window

Surface EM waves in graphene

Surface EM waves in graphene Surface plasmons (SPs) in metallic surafces Light cone SPs W. L. Barnes et al., Nature 424, 824 (2003) q q q q SP

Surface EM waves in graphene Conductivity of graphene

Surface EM waves in graphene Surface waves in graphene

Surface EM waves in graphene Graphene metamaterials and Transformation Optics Ashkan Vakil and Nader Engheta, arXiv: optics/ Spatial varying voltage 2D graphene plasmonic prism 2D graphene plasmonic waveguide Transformation Optics devices

A point source: the fundamental problem

A point source: the fundamental problem Possible sources for local excitation molecule quantum dot Josephson qubit

A point source: the fundamental problem Electric dipole

A point source: the fundamental problem Computational difficulties: asymptotic approach pole branch cut pole branch cut L. P. Felsen and N. Marcuvitz, Radiation and Scattering of Waves (IEEE Press, Piscataway, NJ, 1994) Radiowave propagation problems graphene oscillating factor

Radiation patterns: SPs and free-space fields Density of electromagnetic states

Radiation patterns: surface plasmons and free-space fields

Radiation patterns: SPs and free-space fields Vertical dipole SP characteristics:

Radiation patterns: SPs and free-space fields Vertical dipole SP characteristics:

Radiation patterns: SPs and free-space fields Vertical dipole No SP excited SP characteristics: No SP excited

Radiation patterns: SPs and free-space fields Horizontal dipole SP characteristics: long propagation length wavelength close to the vacuum one

Radiation patterns: SPs and free-space fields Horizontal dipole SP characteristics: medium propagation length (of order of several wavelengths) wavelength is quite less than the vacuum one

Radiation patterns: SPs and free-space fields Horizontal dipole No SP excited

Possible applications

Possible applications A. Gonzalez-Tudela et al., PRL 106, (2011) Qubits coupling through graphene SPs waveguides A.Vakil et al., arXiv: optics/ EM fields created by apertures in graphene A. Yu. Nikitin et al., PRL 105, (2010)

Conclusions In spite of being very transparent (97.7%), graphene can trap electromagnetic fields on its surface. The fields excited by point sources (like molecules or quantum dots) can reach huge values. The shape of the excited fields can be controlled by voltage, wavelength or temperature. Found properties of graphene are promising for using it in different photonic or quantum circuits. Conclusions