Graphics Programs Reference
In-Depth Information
Symbol
Description
Units
phid
degrees
φ
constant plane
thetad
degrees
θ
constant plane
Consider the case when the inputs are:
a
1.5
N
10 dipole antennas
theta0
θ
0
=
45°
phi0
φ
0
=
60°
Variations
ÒThetaÓ
phid
φ
d
=
60°
thetad
θ
d
=
45°
Fig.s 8.23
and
8.24
respectively show the array pattern in relative amplitude
and the power pattern versus the angle .
Figs. 8.25
and
8.26
are similar to
Figs. 8.23 and 8.24 except in this case the patterns are plotted in polar coordi-
nates.
θ
Fig. 8.27
shows a plot of the normalized single element pattern (upper left
corner), the normalized array factor (upper right corner), and the total array
pattern (lower left corner).
Fig. 8.28
shows the 3-D pattern for this example in
the
θφ
,
space.
Figs. 8.29
through 8.33 are similar to those in Figs. 8.23 through 8.27,
except in this case the input parameters are given by:
a
1.5
N
10 dipole antennas
theta0
θ
0
=
45°
phi0
φ
0
=
60°
Variations
ÒPhiÓ
phid
φ
d
=
60°
thetad
θ
d
=
45°
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