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)
324
-2
-1.5
-1
-0.5
0
0.5
1
1.5
2
-100
-90
-80
-70
-60
-50
-40
-30
-20
-10
0
teta,rad.
y=1
y=2
y=3
Figure 20. Reception diagram G(θ) (N=26) with suppression
in points
=-1.2001,
=-1.1718; (
),
y=1
;
So, we have not only suppression in given points
of reception diagram, but and given value for main
lobe width and high enough average side-lobes
suppression.
The block diagram of the proposed N element
radar antenna array algorithm is shown in Figure 21.
Figure 21. Block diagram of the proposed algorithm
3 CONCLUSINS
In this paper antenna array design capable of obtain
the given side-lobe suppression with controlled value
of directivity coefficient is suggested. The antenna
with super selectivity properties is also suggested.
The approach is simple enough for calculations and
does not require the implementation of numerical
optimization procedures, such as [10]. It’s very useful
for practical implementation, when it’s necessary to
get the given side lobes suppression with given main
lobe properties.
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