Unclassified 1 - REF 18.6.2014 This document contains proprietary information of ELTA Systems Ltd and may not be reproduced, copied, disclosed or utilized in any way in whole or in part, without the prior written consent of ELTA Systems Ltd ELTA Systems Department of Electrical and Computer Engineering - BGU VHF vector sensor Students : Musicant Amir Advisors: Prof. Reuven Shavit Mr. Benny Almog Mr. Nadav Oxenfeld E H S
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Unclassified 1-REF
18.6.2014
This document contains proprietary information of ELTA Systems Ltd and may not be reproduced, copied, disclosed or utilized in any way in whole or in part, without the prior written consent of ELTA Systems Ltd
ELTA Systems
Department of Electrical and Computer Engineering - BGU
VHF vector sensorVHF vector sensorStudents: Musicant Amir
Advisors:Prof. Reuven ShavitMr. Benny Almog Mr. Nadav Oxenfeld
E
H
S
2-REF18.6.2014
Unclassified
This document contains proprietary information of ELTA Systems Ltd and may not be reproduced, copied, disclosed or utilized in any way in whole or in part, without the prior written consent of ELTA Systems Ltd
SIGINT, EW & Communication Division
Project goalsProject goals
Planning an electromagnetic small antenna for the evaluation of the angle of arrival (AOA).
Frequency band: 30-90 MHz.
Maximum RMS error less than 5º.
Efficiency requirement:
3-REF18.6.2014
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SIGINT, EW & Communication Division
Theoretical backgroundTheoretical background
Poynting theorem
The direction of is the direction of the propagating wave from the transmitter.
The small electric and magnetic dipoleProjection
on the dipole axes.
Dipole dimensions must
be less than 0.1λ(=0.3m).
4-REF18.6.2014
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SIGINT, EW & Communication Division
Vector sensorVector sensor
6 orthogonal electric and magnetic dipolesMeasure the Cartesian field components.
Collocated six antennas.
Orthogonal structure.
The magnetic dipole is a small loop.
The electric dipole is a short wire.
The dipoles axes
are as shown here.
5-REF18.6.2014
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SIGINT, EW & Communication Division
The magnetic dipole constructionThe magnetic dipole construction
Challenges:Trade off between efficiency and resonance.
Size limitations (Airborne).
- Efficiency required- Efficiency upper
bound
6-REF18.6.2014
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The magnetic dipole constructionThe magnetic dipole construction
The multi-wire helixIn the single wire helix additional turns increase efficiency and decrease band width.
The multi-wire approach increases efficiency without decreasing the band width.
Efficiency converges to upper practical bound.
7-REF18.6.2014
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The magnetic dipole constructionThe magnetic dipole construction
The electric dipole.
Performance.
- Required efficiency- Electric dipole
efficiency- Magnetic dipole
efficiency
8-REF18.6.2014
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The magnetic dipole constructionThe magnetic dipole construction
One turn loop of wide strip.Effective volume theory.
Performance.
9-REF18.6.2014
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SIGINT, EW & Communication Division
The magnetic dipole constructionThe magnetic dipole construction
Ferrite core helix.Increase radiation resistance by factor.
Adds core losses which reduces efficiency.
Adds weight.
- 10 cm diameter multi-wire helix.
- 5 cm diameter, 3 ferrites cores helix with 3 turns and 8 wires.
- 5 cm diameter, 3 ferrites cores helix with 4 turns and 16 wires.
10-REF18.6.2014
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The magnetic dipole constructionThe magnetic dipole construction
Kanda’s loop
Thus,
More compact solution.
Enables to increase loop diameter.
Less coupling between elements.
Increase magnetic dipole efficiency.
Decrease electric dipole efficiency.
11-REF18.6.2014
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Kanda’s loopKanda’s loop
Efficiency results
Electric dipole performance deteriorates by 3 dB.
Magnetic dipole performance improved by 7 dB.
20 30 40 50 60 70 80 90 100-55
-50
-45
-40
-35
-30
-25
-20
X: 84Y: -27.96
Frequency [MHz]
Eff
icie
ncy [
dB
]
Electric dipole comparison
X: 32Y: -42.91
X: 32Y: -45.51
20 30 40 50 60 70 80 90 100-55
-50
-45
-40
-35
-30
-25
-20
X: 32Y: -37.15
X: 32Y: -43.89
X: 88Y: -26.91
X: 88Y: -31.95
Magnetic dipole comparison
Frequency [MHz]
Eff
icie
ncy [
dB
]
- Multi wire- kanda’s loop
12-REF18.6.2014
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SIGINT, EW & Communication Division
Experiment set upExperiment set up
TEM cell emulates the far field.
The orientation jig enables testing the antenna in all orientations.
The two ports was measured by a network analyzer.
13-REF18.6.2014
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Experiment resultsExperiment results
Gain results - Simulation- Measurement
Electric dipole Magnetic dipole
14-REF18.6.2014
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SIGINT, EW & Communication Division
Experiment resultsExperiment results
Pattern results
0 20 40 60 80 1000
0.1
0.2
0.3
0.4
0.5
0.6
0.7
0.8
0.9
1Pattern of the Electric element, theta cut
Theta[degrees]
U
0 20 40 60 80 1000.97
0.98
0.99
1
1.01
1.02
1.03
1.04Pattern of the Electric element, phi cut
Phi[degrees]
U
0 20 40 60 80 1000
0.1
0.2
0.3
0.4
0.5
0.6
0.7
0.8
0.9
1Pattern of the Magnetic element, theta cut
Theta[degrees]
U
0 20 40 60 80 1000.98
1
1.02
1.04
1.06
1.08
1.1
1.12Pattern of the magnetic element, phi cut
Phi[degrees]
U
simlab
sin2 (theta)
sim
lab1
simlab
sin2 (theta)
sim
lab1
- Simulation- Measurement
15-REF18.6.2014
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AOA estimation errorAOA estimation error
3D simulation was preformed.
The error calculation:
E
H
S𝜃
∅
16-REF18.6.2014
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AOA estimation errorAOA estimation error
Error results.
phi[deg]
theta
[deg]
Average error of AOA estimation with spline interpolation
0 50 100 150
20
40
60
80
100
120
140
1600.5
1
1.5
2
2.5
3
17-REF18.6.2014
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This document contains proprietary information of ELTA Systems Ltd and may not be reproduced, copied, disclosed or utilized in any way in whole or in part, without the prior written consent of ELTA Systems Ltd
This document contains proprietary information of ELTA Systems Ltd and may not be reproduced, copied, disclosed or utilized in any way in whole or in part, without the prior written consent of ELTA Systems Ltd
SIGINT, EW & Communication Division
summerysummery
The increase in loop’s area is the main contributor to the efficiency improvement of the magnetic dipole.
Kanda’s loop is a good candidate for the vector sensor antenna.
Good AOA estimation results was achieved in simulation.
19-REF18.6.2014
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Future workFuture work
Constructing an aerodynamic structure for the antenna.
Test the influence of a platform on the antenna performance.
Preforming field experiment and calibration.
20-REF18.6.2014
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ReferencesReferences
A. Nehorai and E. Paldi, "Vector sensor processing for electromagnetic source localization" in Signals, Systems and Computers, 1991. 1991 Conference Record of the Twenty-Fifth Asilomar Conference on, 1991, pp. 566-572 vol.1.
ITU R. P-372.10(2009). Radio noise. P series. Radio wave propagation.
Volakis, John L. (2010). Small antennas miniaturization techniques & applications. U.S: The McGraw-Hill companies.
M. Kanda, "An elctromagnetic near-field sensor for simultaneous electric and magnetic-field measurements" IEEE transactions on elctromagnetic compatibility. VOL. EMC-26,N0.3 august 1984.
21-REF18.6.2014
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questions
?
22-REF18.6.2014
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