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BROADBAND ANTENNAS
Sumber buku:
Antenna Theory and Design
by Warren L. Stutzman dkk.
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Broadband Antennas:
Traveling wave antennas
Long terminated wires
Helical Antennas
Gambar-gambar antena
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There are many applications that it is extremely importantto use antenna with broad bandwidth
Definition:
2Lu
c fff
1
23
Lf Freq.
VSWR
cf uf
Lower
center
upper
Bandwidth as a percent of the
center frequency
Bandwidith as a ratio
%100
c
Lup
fffB
L
ur
f
fB
usually used for small
bandwidth antennas
usually used for large bandwidth antennas
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Classification of broadband antennas:
In practice, antennas whose impedance and patterndo not change significantly over about an octave
( fu/fl = 2) or more are considered to be broadband
Generally speaking, resonant antennas are not
broadband. Their bandwidth can vary from
0.5% to 30%
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Macam-macam broadband antena:
Traveling wave antennas
Helical antennas
Biconical antennas
Spiral antennas
Log periodic antennas etc.
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Question: What makes the dipole antenna not to be broadband ?
Answer: The establishment of the standing wave current
What causes
standing wavecurrent?
Reflection from the end points of the antenna
Recall :
)
2(sin)( zL
IzI m
Rewrite : zjzjLjm eeejIzI 2/
2)(
(only 10% to 20%)
Outward traveling wave Reflected wave
Current reflectioncoefficient at anopen circuit
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z
mI2/l
2/l
2sin
LI
VZ
m
A
strong function of
frequency
standing
wave
current
goes to zero
Observation: Suppression of the reflected wave
will enhance bandwidth. How?
If the reflected wave is not strongly present on an antenna, it is referredto as a traveling-wave antenna
The simplest traveling-wave wire antenna is a straight wire carrying apure traveling-wave, referred to as the traveling-wave long wire
antenna.
A long wire is one that is greater than
one- half wavelength long.
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Input impedance are
traveling wave antennas
are predominately real. In
this case, it is around 200
or 300 W.
For no reflection RL ischosen to be 200 or 300
W.
When this antenna is positioned near real
earth, it is called Beverage Antenna orWave antenna
Pattern:
)cos1(2/)cos1(2/sin
sin)(
L
LF
Example :
LR
zj
meII
L z
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Long Vee antenna:
o
L16
6
The directivity of a vee dipole canbe greater than that of astraight dipole
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Rhombic antenna:
o
L
166
The efficiency of the rhombic antennais decreased significantly because of thematched termination.
Small back lobe, better pattern
Produces wider impedance bandwidth
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If a conductor is wound into a helicalshape and fed properly, it is referred to asa helical antenna or simply as a helix.
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Geometry Parameters
Depending on the helix
dimensions, this antenna can
operate in normal or axial
mode.
antennaloop)0(0 oS
antennalinear)90(0 oD
Note:
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For normalmode :
LD ; Radiation characteristics can beviewed as the combination of an
ideal dipole and small loop.
Ideal
dipole:
Small
loop:
sin
4 r
eISjE
rj
D
sin44
22
r
eIDE
rj
L
Note that their fields areorthogonal to each other and
90o out of phase. Depending on
their relative amplitudes various
polarization can occur.
rE
E
I
I
Approximation
of one turn of
normal mode
helix
ideal dipole
of length S
along Z axis
small loop of area
in x-y plane
2
4D
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Polarization:
222
22)(
22
4
D
S
D
S
ID
IS
E
E
or2
)(
2
C
S
E
EAR ncecircumfere
DC
In general, the polarization is elliptical.
Special cases:
polarizedlyhorizontalantennaloopsmall0 S
polarizedyverticallantennadipoleideal0 C
)(polarizedCircularly2 EESDC
Note they
were 90o
out of
phase
Radiation pattern
2
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z
Axial modePatternKey feature of
axial mode:
DC
C ~CAxial mode helical antennas have very
complex radiation mechanism. Kraus was
the first to fully explain their characteristics.
Based on many experimental studies, it
has been suggested that the helix carries a
pure traveling wave that travels outward
from the feed.
Operates well for
3
4
4
3 C
78.14/33/4
//
L
u
L
ur
cc
ffB
Almost circularly polarized
15 dB gain with small
cross-section
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The phase of the axial mode helix
current shifts along the helix path.
Assuming that the element pattern of
the non uniform current loop is
and applying the uniform array theory
cos
One obtains,
hSN
NKF
cos)2/sin(
sincos)(
z
Since the beam is along z-axis,
i.e. and the peaks
happens for , the initial
thinking suggests that ,
however, more is happening!
o0
0
Sh
D
S
1tan
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What else is
happening?
Going around of C=1 loop additional 2
phase is required, then . 2 Sh
What else? However, since this antenna demonstrate very
small back lobe, it must operate near Hansen-Woodyard condition; therefore, a very realistic
phase progression among the loops after each
turn will be
)2( NSh
Axial phase Phase due to
C=1 turnSmall back lobe
condition
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Let us now assume that along the helical conductor thecurrent travels with phase constant , then
h
)2(12N
SLN
SL hh
total length of one turn
Now, we can find currents phase velocity along the helix.
Phase velocity:h
v
Speed of light:
c
)2/()12(//
NNSL
cvp
h
Velocity factor For p
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Based on the previous
expressions, the
normalized pattern is :
)2/sin(
)2/sin(cos2
sin)1()( 1
N
NF N
NS
2)1(cos
For practical condition of , the following
design parameters have been established
ooC 1512;3
4
4
3
SNc
HPo65
SN
c
HPG
2
2 2.6000,26
N
NAR
12
W 140
cRA
78.1rB
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Infinite Biconical Antena
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Finite Biconical Antenna
Di A
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Discone Antenna
H~0.7
B~0.6
D~0.4
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Planar Equiangular Spiral Antenna for theself-complementary case with = 90o
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Archimedean spiral antenna
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Log-periodic Wire Antenna
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Spiral Antenna for GroundPenetrating Radar (GPR)
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Pictures of Antennas