| dc.description.abstract | During this PhD study, several finite-difference time-domain (FDTD) methods were
developed to numerically investigate coordinate transformation based metamaterial
devices. A novel radially-dependent dispersive FDTD algorithm was proposed and
applied to simulate electromagnetic cloaking structures. The proposed method can ac-
curately model both lossless and lossy cloaks with ideal or reduced parameters. It was
demonstrated that perfect “invisibility” from electromagnetic cloaks is only available
for lossless metamaterials and within an extremely narrow frequency band. With a
few modifications the method is able to simulate general media, such as concentrators
and rotation coatings, which are produced by means of coordinate transformations
techniques. The limitations of all these devices were thoroughly studied and explo-
red. Finally, more useful cloaking structures were proposed, which can operate over a
broad frequency spectrum.
Several ways to control and manipulate the loss in the electromagnetic cloak ba-
sed on transformation electromagnetics were examined. It was found that, by utili-
sing inherent electric and magnetic losses of metamaterials, as well as additional lossy
materials, perfect wave absorption can be achieved. These new devices demonstrate
super-absorptivity over a moderate wideband range, suitable both for microwave and
optical applications.
Furthermore, a parallel three-dimensional dispersive FDTD method was introdu-
ced to model a plasmonic nanolens. The device has its potential in subwavelength
imaging at optical frequencies. The finiteness of such a nano-device and its impact
on the system dynamic behaviour was numerically exploited. Lastly, a parallel FDTD
method was also used to model another interesting coordinate transformation based
device, an optical black hole, which can be characterised as an omnidirectional broad-
band absorber. | en_US |
