Metamaterial - Electromagnetic Metamaterials

Electromagnetic Metamaterials

Electromagnetism
  • Electricity
  • Magnetism
Electrostatics
  • Electric charge
  • Static electricity
  • Electric field
  • Conductor
  • Insulator
  • Triboelectricity
  • Electrostatic discharge
  • Induction
  • Coulomb's law
  • Electric flux
  • Gauss's law
  • Electric potential energy
  • Electric dipole moment
  • Polarization density
Magnetostatics
  • Ampère's law
  • Magnetic field
  • Magnetization
  • Magnetic flux
  • Biot–Savart law
  • Magnetic dipole moment
  • Gauss's law for magnetism
Electrodynamics
  • Lorentz force law
  • Electromagnetic induction
  • Faraday's law
  • Lenz's law
  • Displacement current
  • Maxwell's equations
  • EM field
  • Electromagnetic radiation
  • Maxwell tensor
  • Poynting vector
  • Liénard–Wiechert potential
  • Jefimenko's equations
  • Eddy current
Electrical Network
  • Electric current
  • Electric potential
  • Voltage
  • Resistance
  • Ohm's law
  • Series circuit
  • Parallel circuit
  • Direct current
  • Alternating current
  • Electromotive force
  • Capacitance
  • Inductance
  • Impedance
  • Resonant cavities
  • Waveguides
Covariant formulation
  • Electromagnetic tensor
  • EM Stress-energy tensor
  • Four-current
  • Electromagnetic four-potential
Scientists
  • Ampère
  • Coulomb
  • Faraday
  • Gauss
  • Heaviside
  • Henry
  • Hertz
  • Lorentz
  • Maxwell
  • Tesla
  • Volta
  • Weber
  • Ørsted

Metamaterials have become a new subdiscipline within physics and electromagnetism (especially optics and photonics).

They show promise for optical and microwave applications such as new types of beam steerers, modulators, band-pass filters, lenses, microwave couplers, and antenna systems. Furthermore, the lower density of materials means that components, devices, and systems can be lightweight and small, while at the same time enhancing system and component performance.

Metamaterials consist of periodic structures. An electromagnetic metamaterial affects electromagnetic waves by having structural features smaller than the wavelength of the respective electromagnetic wave. In addition, if a metamaterial is to behave as a homogeneous material accurately described by an effective refractive index, its features must be much smaller than the wavelength. To date, subwavelength structures have shown only a few questionable results at visible wavelengths.

For microwave radiation, the structures need only be on the order of several millimeters. Microwave frequency metamaterials are usually synthetic, constructed as arrays of electrically conductive elements (such as loops of wire) which have suitable inductive and capacitive characteristics. These are known as split-ring resonators.

Photonic metamaterials, at the scale of nanometers, are being studied in order to manipulate light at optical frequencies. Plasmonic metamaterials utilize surface plasmons, which are packets of electrical charges that collectively oscillate at the surfaces of metals at optical frequencies.

Another structure which can exhibit subwavelength characteristics are frequency selective surfaces (FSS) known as Artificial Magnetic Conductors (AMC) or alternately called High Impedance Surfaces (HIS). These also have inductive and capacitive characteristics, which are directly related to its subwavelength structure.

Photonic crystals and frequency-selective surfaces such as diffraction gratings, dielectric mirrors, and optical coatings do have apparent similarities to subwavelength structured metamaterials. However, these are usually considered distinct from subwavelength structures, as their features are structured for the wavelength at which they function, and thus cannot be approximated as a homogeneous material.

However, novel-material structures such as photonic crystals are effective with the visible light spectrum. The middle of the visible spectrum has a wavelength of approximately 560 nm (for sunlight), the photonic crystal structures are generally half this size or smaller, that is <280 nm.

Winston E. Kock developed materials that had similar characteristics to metamaterials in the late 1940s. Materials, which exhibited reversed physical characteristics were first described theoretically by Victor Veselago in 1967. A little over 30 years later, in the year 2000, Smith et al. reported the experimental demonstration of functioning electromagnetic metamaterials by horizontally stacking, periodically, split-ring resonators and thin wire structures. Later, a method was provided in 2002 to realize negative index metamaterials using artificial lumped-element loaded transmission lines in microstrip technology. At microwave frequencies, the first real invisibility cloak was realized in 2006. However, only a very small object was imperfectly hidden.

In 2007, one researcher stated that for metamaterial applications to be realized, several goals must be achieved. Reducing energy loss, which is a major limiting factor, keep developing three-dimensional isotropic materials instead of planar structures, then finding ways to mass produce.

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