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Copyright © 2011 American Scientific Publishers
All rights reserved
Printed in the United States of America
Journal of
Computational and Theoretical Nanoscience
Vol. 8, 1424–1427, 2011
Optical Characterization of Hexagram
Metallic Nanoholes
Shaoli Zhu
∗
and Wei Zhou
School of Mechanical and Aerospace Engineering, Nanyang Technological University, Singapore 639798, Singapore
Optical characterization of a two-dimensional silver hexagram nanohole arrays was carried out.
Finite-difference and time-domain method was used to calculate the transmission and localized
electric field distribution of the nanohole arrays. According to the theoretical design result, focused
ion beam (FIB) nanofabrication technology was employed to fabricate the hexagram nanoholes in
the silver film sputter-coated on a glass substrate. The FIB fabricated nanoholes were shown to be
distributed on the glass substrate regularly. Near-field scanning optical microscope (NSOM) was
used to measure the electric field distribution near the surface of the nanoholes. All results show
that the two-dimensional silver hexagram nanohole arrays can be fabricated by FIB successfully
and that the optical intensity distribution near the nanoholes is uniform. The hexagram metallic
nanoholes may be utilized for imaging, focusing and nanobiosensing.
Keywords: Optical Characterization, Finite-Difference and Time-Domain, Hexagram Metallic
Nanoholes, Focused Ion Beam.
1. INTRODUCTION
The optical characterizations of the metal nanoholes
have been under investigation since the first predictions
by Bethe
1
in 1944. In the past decade, many scien-
tists focus on studying the transmission processes. Many
theoretical
2–7
and experimental
8–11
studies had been carried
out to explore the fundamental properties, fabrication, and
utilization of metal nanostructures. The materials, shapes,
periodicity and the arrangement of the nanoholes play a
significant role for the excitation of surface plasmons.
12
By changing these parameters, it is possible to change the
transmission properties to desired wavelength regions and
manipulate the light propagation through the film.
13
In this paper, we report the two-dimensional metal-
lic hexagram nanohole array to enhance the transmis-
sion phenomenon. Finite-difference time-domain (FDTD)
method was used to design and calculate the transmis-
sion and the localized electric field distribution. Our
designed nanohole arrays were fabricated using focused
ion-beam (FIB) milling method. The optical properties
of the nanohole arrays were explored by the near-field
scanning optical microscope (NSOM) system. Both the
calculated and experiments detection results show that
the hexagram nanohole array can significantly enhance the
localized electric field and the transmission. It has potential
∗
Author to whom correspondence should be addressed.
applications in nanobiosensor , imaging and nano-device in
the future.
2. DESIGN HEXAGRAM NANOHOLES
USING FDTD
In order to derive the optical properties of the hex-
agram nanohole array, we used professional software-
three-dimensional finite-difference time-domain (FDTD)
14
method to model the transmission and optical field distri-
butions. Figure 1 shows our designed geometrical model of
the Ag hexagram nanohole array. The hexagram nanohole
array is arranged in the symmetry two-dimensional infi-
nite arrays. This hexagram nanohole array lies in x-y
plane and the incident light polarized of x-axis propa-
gates along z axis. The out-of plane heights of the Ag
nanoholes is 40 nm. The in plane widths of each nanoholes
is 1500 nm. The period of the nanohole array is 1500 nm
and the refractive index of the medium surrounding the
Ag nanohole is 1.0 (in air). For the Ag material, we used
Drude model to calculate the electronic distribution on the
surface of the hexagram nanohole array. For the nanoholes,
a glass substrate n = 152 was used, the thickness is
1000 nm.
According to the design model shown in Figure 1, we
calculated the transmission in the z direction and the local-
ized electric field distribution. The simulation parameters
of FDTD algorithm are set as follows: the incident light
1424 J. Comput. Theor. Nanosci. 2011, Vol. 8, No. 8 1546-1955/2011/8/1424/004 doi:10.1166/jctn.2011.1831