nanotechnology 148-21may
TRANSCRIPT
Investigation of Nanoparticle Properties in Enhancing Hyperthermia
Treatment
Maged A. Aldhaeebi, Mohammed A. Alzabidi, and Ibrahim Elshafiey
Abstract—Nanoparticles attract the attention due to their
potential of enhancing energy localization in hyperthermia
cancer treatment. The electrical properties of the tumor can be
controlled by introducing nanoparticles into the tumors.
Investigation is provided here of the effect of tumor properties
on the specific absorption rate (SAR) inside the tumor at
various frequency values. The study considers the electrical
and magnetic conductivity values, in addition to the dielectric
and magnetic properties of the tumor. Computational analysis
is performed under SEMCAD X environment of four antipodal
Vivaldi antennas surrounding a human phantom. The results
reveal that the specific absorption rate (SAR) is increased as
the permittivity is decreased. Moreover, SAR is increased as
the electrical conductivity increased in the range up to 10 S/m
before starting to decrease. The SAR is shown to be maximized
when the magnetic conductivity equals to electrical
conductivity.
I. INTRODUCTION
Hyperthermia is an emerging therapeutic plan that is
used to enhance cancer treatment using temperature increase
in the range 40–45°C to damage tumor cells. In spite of the
potentials of this modality to enhance cancer treatment and
reduce the side effects associated with the chemotherapy and
radiotherapy, various challenges still face the development of
hyperthermia. First, energy delivery to deep tumors non-
invasively using exterior applicators is a major challenge.
Confining thermal energy to tumor regions to reduce the side
effects on healthy tissue is also a challenge that hinders the
progress of hyperthermia.
Heating mechanisms based on the electromagnetic fields
EM are attractive for hyperthermia treatment. The EM
energy used in hyperthermia is usually classified by
frequency as either microwave energy or RF energy. The
most commonly used microwave frequencies are the ISM
(industrial, scientific, and medical) frequency values of 433
and 915. Common RF frequencies are 13.56 and 27.12
MHz. With limited penetration in human tissue, frequencies
higher than 2450 MHz have no practical value.
EM energy is very effective in heating cancerous
tumors, because tumors typically have high-water content.
Such tissue heats very rapidly when exposed to high-power
microwaves. Furthermore, EM can be delivered to tissue by
special-purpose antennas that are located adjacent to the
patient’s body.
Depending on the tumor size and location in the body,
one or more microwave antennas can be used to treat the
tumor. Localizing EM energy to tumor location can be
obtained by Placing the seeds in a deep tumor may be
difficult and Application of magnetic materials in hyper-
thermia was introduced by Gilchrist [1].
Hyperthermia therapy based on nanoparticle (NP) has
been developed as a promising therapeutic approach for
cancer treatment [2]. As therapeutic delivery systems,
nanoparticles allow targeted delivery and controlled release.
For diagnostic applications nanoparticles allow detection on
the molecular scale: they help identify abnormalities such as
fragments of viruses, precancerous cells, and disease markers
that cannot be detected with traditional diagnostics [3].
Magnetic nanoparticle were used to perform heat therapies
since 1960s. With a frequency value of usually hundreds of
kilohertz, magnetic nanoparticles can be used for localizing
heating of nanoparticle-containing tissue [4].
Nanoparticles thus form the most promising approach to
enhance the performance of electromagnetic hyperthermia
[5]. Application of nanoparticles brings hope to enhance use
of hyperthermia during the upcoming decade, providing the
attractive features. First, nanoparticles provide the capability
of achieving highly localized heating of the tumor, which
allows to preserve the integrity of the surrounding healthy
tissue. Second, they provide minimally invasive techniques
by which the nanoparticles can be delivered to the tumor,
such as intra-tumoral injection or biochemical targeting [6]
and [7].
The variety of nanoparticles types brings hope to
expedite the progress of EM hyperthermia. Microwave
heating was investigated at 2.45 GHz for six types of
nanoparticles [8]. The use of magnetic nanoparticles can
overcome the difficulty in spatial adjustment of power
absorption by cancerous tissue and magnesium nanoparticles
were also proposed for enhancing cancer hyperthermia
therapy, due to their high heat conductivity and uniquely
perfect biodegrade-bility [9].
This paper aims to investigate the possible role of
nanoparticles in hyperthermia treatment by studying the
effect of tumor properties on the SAR values. Various
material parameters are investigated include the relative
permittivity, relative permeability, the electrical conduc-
tivity, and the magnetic conductivity. The simulation is
performed using the SEMCAD X environment [10]. The
paper is organized as follows: Section II introduces the
basics of the specific absorption rate. Section III discusses
the phantom model and antenna design. Section IV
discusses the results. Finally, conclusions are provided in
Section V.
This research work is supported by the National Plan for Science and
Technology, Kingdom of Saudi Arabia, under project no: 10-ELE996-02
[email protected],[email protected] and ishafiey @ksu.edu.sa, Department of Electrical Engineering, King Saud University,
Riyadh, Saudi Arabia
II. SPECIFIC ABSORPTION RATE (SAR)
SAR is a quantity that describes the amount of absorbed
radiated effect for a specific material at a certain frequency
[11]. The specific absorption rate (SAR) is an index that
quantifies the rate of energy absorption in biological tissue. It
is the power absorbed per unit of volume, P in a tissue
normalized to its density to have the ratio of power absorbed
per unit mass of tissue, and it is proportional to the ratio
between conductivity and density of the exposed tissue as
shown in the equation:
(1)
Where P is the power absorbed in the tissue [W]; is the
mass density of the medium [kg/ m3], is the electrical
conductivity [S/m], and |E| is the rms magnitude of the
electric field strength vector [V/ m] [12].
III. ANTENNA DESIGN
An Antipodal Vivaldi Antenna is used as hyperthermia
applicator in this research. The antenna is created on a
dielectric substrate with two-sided metallization. Feeding
part is a microstrip line, followed by a microstrip to balanced
strip line (twin line) transition. This strip line serves as a
feed to the antipodal exponentially tapered fins. Fins are
arranged in such a way, that from a point of view
perpendicular to the substrate plane, they create a flared
shape [13]. The antenna has inner and outer edge of the
tapers which are defined according to the following
equations:
(2)
(3)
The overall size of the antenna is of 82x94x1.6 mm
which are fed by SMA connector. The substrate has
dielectric permittivity 4.3. Teflon is used as coaxial isolation
of SMA connector. The simulation is performed under
SEMCAD-X [10]. Figure 1 shows illustration of the antenna.
A model a considered with four antennas surrounding a
cylindrical phantom. The spherical model is considered for
the tumor with a diameter of 10 mm. The overall model
structure is shown in Figure 2.
Figure1 . Structure of the designed UWB antenna. Dimensions in mm.
Figure2 . Illustration of the proposed model.
IV. RESULTS
To investigate the possible effect of nanoparticles on the
tumor, various values are used of the relative permittivity
( = 28, 33, 38, 43 and 48), and electrical the electrical
conductivity ( = 0.3, 0.5, 1, 2, 10, 20, 50, 200, 500, and
1000). Figures 3 to 6 present the SAR values at frequency
values of 250MHz, 500MHz, 750MHz, and 900 MHz
respectively. The figures reveal that the SAR is highly
affected by the electrical conductivity while minimal effect is
observed for the permittivity variation. Table 1 presents the
nominal, and maximum obtained SAR values. The nominal
values were obtained for relative permittivity of 38 and
electrical conductivity of 0.5 S/m. The maximum SAR
values were found to occur at relative permittivity of 28,
electrical conductivity of 2 S/m for frequency values of 250
MHz, 500 MHz, and 750 MHz. For 900 MHz the maximum
SAR was found to occur at relative permittivity of 48, while
the conductivity remained at 2 S/m.
Figure3 . SAR levels for various values of relative permittivity, and electrical conductivity at f=250MHz.
Figure4 . SAR levels for various values of relative permittivity, and
electrical conductivity at f=500 MHz.
Figure5 . SAR levels for various values of relative permittivity, and
electrical conductivity at f=750 MHz
b
Figure6 . SAR levels for various values of relative permittivity, and
electrical conductivity at f=900 MHz.
TABLE I. NOMINAL, MAXIMUM AND PERCENTAGE SAR AT DIFFERENT
FREQUENCY VALUES.
Frequency
[MHz.]
Nominal
SAR (w/kg)
Max.
SAR(w/kg)
Percentage
SAR Increase
250 9.02901 17.8343 97.522
500 2.66368 6.54564 145.74
750 0.425977 1.22105 186.65
900 0.261675 0.782 198.84
Since the electrical conductivity were found to be
effective in enhancing SAR values, its effect was further
investigated as shown in Figures 7 to 10. Gradual increase
of SAR was noticed with increasing the electrical
conductivity up to a value of equal 2 S/m, and then the SAR
values start to decrease. Minimal effect is noticed for the
relative permittivity with slight enhancement of SAR
obtained as the relative permittivity decreased.
Figure7 . Relationship between SAR, relative permittivity, and electrical
conductivity when the relative permeability = 1, and zero magnetic
conductivity for=250MHz.
Figure8 . Relationship between SAR, relative permittivity, and electrical
conductivity when the relative permeability = 1, and the magnetic conductivity is zero for=500MHz.
Figure9 . Relationship between SAR, relative permittivity, and electrical
conductivity when the relative permeability = 1, and the magnetic conductivity is zero for=750MHz.
Figure10 . Relationship between SAR, relative permittivity, and electrical
conductivity when the relative permeability = 1, and the magnetic
conductivity is zero for=900 MHz.
Fig. 11 illustrated the effect of larger values of electrical
conductivity, where the SAR approached asymptotically a
low value.
Figure11 . Relationship between SAR, relative permittivity, and electrical
conductivity when the relative permeability = 1, and the magnetic
conductivity is zero for=250 MHz.
Fig.12 shows the relationship between the relative
permeability and SAR at different frequency values. The
maximum value of SAR is obtained as expected at the lowest
frequency value of 250MHz. The magnetic conductivity is
investigated and the results are shown in Figure 13. An
interesting result is to find that the optimum value of SAR is
obtained when the magnetic conductivity is equal to the
electrical conductivity.
Figure12 . SAR vs. relative permeability. The relative permittivity is 38,
the electrical conductivity = 0.5 S/m, and the magnetic conductivity
=0 (S/m)-1.
Figure13 . SAR vs. magnetic conductivity where the relative permittivity = 38, the electrical conductivity = 0.5(S/m), and the relative
permeability = 1.
Figures 14 to 18 show the distribution of the SAR inside
the tumor for both nominal values of relative permittivity
and electrical conductivity (r=38, and =0.5 S/m). The
distribution obtained for maximum SAR values are shown in
Figures 19 to 21.
The SAR distributions shown in the figures clearly reveal
the effect of frequency value on achieving better penetration.
However, at 500 MHz good distribution of the energy is
obtained which is related to the better interference of the
field obtained from the four source antennas.
Figure14 . Nominal SAR distribution in dB when the relative permittivity=
38, the electrical conductivity = 0.5 S/m and f=250MHz. 0 dB
corresponds to 9.03 W/kg. Distance dimensions are in m.
Figure15 . Nominal SAR distribution in dB when the relative permittivity=
38, the electrical conductivity = 0.5 S/m and f=500 MHz. 0 dB
corresponds to 2.66 W/kg. Distance dimensions are in m.
Figure16 . Nominal SAR distribution in dB when the relative permittivity=
38, the electrical conductivity = 0.5 S/m and f=750MHz. 0 dB
corresponds to 0.43 W/kg. Distance dimensions are in m.
Figure17 . Nominal SAR distribution in dB when the relative permittivity=
38, the electrical conductivity = 0.5 S/m and f=900 MHz. 0 dB
corresponds to 0.26 W/kg. Distance dimensions are in m.
Figure18 . Maximum SAR distribution in dB when the relative
permittivity= 28, the electrical conductivity = 2 S/m and f=250 MHz. 0 dB corresponds to 17.83 W/kg. Distance dimensions are in m.
Figure19 . Maximum SAR distribution in dB when the relative
permittivity= 28, the electrical conductivity = 2 S/m and f=500 MHz.
0 dB corresponds to 6.55 W/kg.
Figure20 . Maximum SAR distribution in dB when the relative
permittivity= 28, the electrical conductivity = 2 S/m and f=750 MHz.
0 dB corresponds to 1.22 W/kg. Distance dimensions are in m.
Figure21 . Maximum SAR distribution in dB when the relative
permittivity= 28, the electrical conductivity = 2 S/m and f=900 MHz.
0 dB corresponds to 0.78 W/kg. Distance dimensions are in m.
V. CONCLUSION
In this paper, the potentials of using nanoparticles in
enhancing hyperthermia treatment of cancer are investigated.
From the results the tumor electrical properties are shown to
be essential in controlling the deposited EM energy and
achieving high SAR values. In particular, the electrical
conductivity is found to increase the SAR values when they
are optimally chosen. Moreover, the magnetic conductivity is
also found to play an important role in controlling the SAR
values. Identifying the optimum values of tumor electrical
properties can help guide the choice of nanoparticles to be
used in localizing the EM energy in tumor location and thus
enhance the hyperthermia treatment plans.
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