EE 350 ECE 490 A NALOG C OMMUNICATION

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EE 350 / ECE 490 A NALOG C OMMUNICATION S YSTEMS Ch. 14 –

EE 350 / ECE 490 A NALOG C OMMUNICATION S YSTEMS Ch. 14 – Antennas R. MUNDEN - FAIRFIELD UNIVERSITY 2/23/2010 1

O BJECTIVES Describe the development of the half-wave dipole antenna from transmission line theory

O BJECTIVES Describe the development of the half-wave dipole antenna from transmission line theory Define the properties of antenna reciprocity and polarization Explain the antenna radiation and induction field, radiation pattern, gain, and radiation resistance Calculate and define antenna efficiency Describe the physical and electrical characteristics of common antenna types and arrays Explain the ability to “electromagnetically steer” the radiation pattern of phased arrays Differentiate between antenna beamwidth and bandwidth Design a log-periodic antenna given the range of frequencies it is to be operated over and its design ratio

14 -1 B ASIC A NTENNA T HEORY Currents in an antenna produce EM

14 -1 B ASIC A NTENNA T HEORY Currents in an antenna produce EM waves that radiate into the atmosphere EM waves induce AC currents in antennas for receivers to use Antennas can transmit or receive Antenna should be polarized the same as the EM wave Signals strength is like field, 10 u. V on a 2 m antenna = 5 u. V/m field strength

14 -2 H ALF- W AVE D IPOLE A NTENNA Development of the Half-Wave

14 -2 H ALF- W AVE D IPOLE A NTENNA Development of the Half-Wave Dipole Antenna Impedance Radiation and Induction Field Radiation Pattern Antenna Gain

H ALF- W AVE D IPOLE A NTENNA F I G U R E

H ALF- W AVE D IPOLE A NTENNA F I G U R E 1 4 - 1 Q U A R T E-RW A V E TRANSMISSIO L INN ES E G M E N T(O P E N-E N D E )D. F I G U R E 1 4 - 2 B A S I CH A L -FW A V ED I P O L EA N T E N N. A

H ALF- W AVE D IPOLE I MPEDANCE F I G U R E

H ALF- W AVE D IPOLE I MPEDANCE F I G U R E 1 4 - 3 I M P E D A N CAEL O N GA H A L -FW A V EA N T E N N. A Varies from 73 Ohms at center to 2500 Ohms at ends

R ADIATIONAND I NDUCTION F IELDS Radiation Field = escaping EM waves Induction Field

R ADIATIONAND I NDUCTION F IELDS Radiation Field = escaping EM waves Induction Field = field collapsing back on antenna Near-field / far-field designation Induction is negligible in far field

R ADIATION P ATTERNS F I G U R E 1 4 - 4

R ADIATION P ATTERNS F I G U R E 1 4 - 4 R A D I A T I OPNA T T E R N. S The dipole is directional

3 D R ADIATION P ATTERN F I G U R E 1 4

3 D R ADIATION P ATTERN F I G U R E 1 4 - 5 T H R E E-D I M E N S I O N RA AL D I A T I OPNA T T E R N F O RA / 2 D I P O L. E

A NTENNA G AIN Antenna Gain is NOT the same as amplifier gain, it

A NTENNA G AIN Antenna Gain is NOT the same as amplifier gain, it is gain relative to a reference d. Bi is gain relative to isotropic point source d. Bd is gain relative to a half-wave dipole Dipole has gain of 2. 15 d. Bi Power received by an antenna: Pr = power receive (W) Pt = power transmitted (W) Gt/r = antenna gain (ratio NOT d. B) relative to isotropic radiator λ =wavelength (m) d = distance between antennas (m)

14 -3 R ADIATION R ESISTANCE Effects of Antenna Length Ground Effects Electrical versus

14 -3 R ADIATION R ESISTANCE Effects of Antenna Length Ground Effects Electrical versus Physical Length Effects of Nonideal Length

E FFECTS OF A NTENNA L ENGTH F I G U R E 1

E FFECTS OF A NTENNA L ENGTH F I G U R E 1 4 - 6 R A D I A T I ORNE S I S T A N COEF A N T E N N AISN F R E ES P A C EP L O T T E AD G A I N S LT E N G T. H

A NTENNA H EIGHT F I G U R E 1 4 - 7

A NTENNA H EIGHT F I G U R E 1 4 - 7 R A D I A T I ORNE S I S T A N COEF H A L F-W A V E L E N G TAHN T E N N AAST V A R I O UHS E I G H T. S

E LECTRICALVS. P HYSICAL L ENGTH Physical Length is about 95% of electrical length

E LECTRICALVS. P HYSICAL L ENGTH Physical Length is about 95% of electrical length Also found in feet from This approximation can be corrected by trial and error, adding a capacitor (inductor) in series to cancel out effective inductance (capacitance) from an antenna that is too long (short)

14 -4 A NTENNA F EED L INES F I G U R E

14 -4 A NTENNA F EED L INES F I G U R E 1 4 - 8 F E E D. A() C U R R E N TF E E DA N D (B) V O L T A G E

R ESONANT F EED L INE Advantages: • impedance matching unnecessary • Compensate for

R ESONANT F EED L INE Advantages: • impedance matching unnecessary • Compensate for irregularities with matching circuit at source. Disadvantages: • Increased power loss • High voltage standing waves • Critical length • Radiation fields F I G U R E 1 4 - 9 C U R R E N TF E E DW I T HR E S O N A NLTI N. E

N ONRESONANT F EED L INES Terminated coax is the most common, but twisted

N ONRESONANT F EED L INES Terminated coax is the most common, but twisted pair can be used at lower frequencies. They are coupled via transformer secondaries. F I G U R E 1 4 - 1 0 L I N E. S F E E D I N GA N T E N N AWS I T HN O N R E S O N A N T

D ELTA M ATCH For open two-wire, where the characteristic impedance is too high,

D ELTA M ATCH For open two-wire, where the characteristic impedance is too high, the leads are spread apart to the appropriate distance to match the impedance of the antenna to the line. This is difficult, and induces radiation loss. Used for broadband applications.

Q UARTER- W AVE M ATCH Can match the impedance with a ¼ wave

Q UARTER- W AVE M ATCH Can match the impedance with a ¼ wave transformer. This causes standing waves on the ¼ wave portion. Most used for narrowband applications.

14 -5 M ONOPOLE A NTENNA Effects of Ground Reflection The Counterpoise Radiation Pattern

14 -5 M ONOPOLE A NTENNA Effects of Ground Reflection The Counterpoise Radiation Pattern Loaded Antennas

E FFECTS OF G ROUND R EFLECTION F I G U R E 1

E FFECTS OF G ROUND R EFLECTION F I G U R E 1 4 - 1 1 G R O U N D E MD O N O P O LAEN T E N N. A

C OUNTERPOISE Replaces Ground connection F I G U R E 1 4 -

C OUNTERPOISE Replaces Ground connection F I G U R E 1 4 - 1 2 C O U N T E R P O I S(TEO P V I E W). Larger than the antenna

M ONOPOLE R ADIATION P ATTERN Greatest ground wave strength at 5/8 lambda F

M ONOPOLE R ADIATION P ATTERN Greatest ground wave strength at 5/8 lambda F I G U R E 1 4 - 1 3 M O N O P O L AE N T E N N RA A D I A T I OPNA T T E R N. S

L OADED A NTENNAS F I G U R E 1 4 - 1

L OADED A NTENNAS F I G U R E 1 4 - 1 4 M O N O P O L AE N T E N N W A I T HL O A D I N G C O I L. Short antennas look capacitive and can be “corrected” with a loading coil. However resistive losses in the coil are increased, decreasing power radiated.

T OP L OADING Top adds shunt capacitance to ground, maximizes radiated power. F

T OP L OADING Top adds shunt capacitance to ground, maximizes radiated power. F I G U R E 1 4 - 1 5 T O P-L O A D E DM O N O P O LAEN T E N N A. S

14 -6 A NTENNA A RRAYS Half-Wave Dipole Antenna with Parasitic Element Yagi-Uda Antenna

14 -6 A NTENNA A RRAYS Half-Wave Dipole Antenna with Parasitic Element Yagi-Uda Antenna Driven Collinear Array Broadside Array Vertical Array

H ALF- W AVE D IPOLE W/ P ARASITIC E LEMENT Reflection causes in

H ALF- W AVE D IPOLE W/ P ARASITIC E LEMENT Reflection causes in phase 2 x increase in direction of dipole. In Phase? ¼ wave = 90 + 180 from induction + 90 from ¼ wave = 360 Nearly twice the energy of the dipole in one direction F I G U R E 1 4 - 1 6 E L E M E N T A RAYN T E N N A R R A. Y

Y AGI- U DA A NTENNA F I G U R E 1 4

Y AGI- U DA A NTENNA F I G U R E 1 4 - 1 7 Y A G -I U D A A N T E N N. A

D RIVEN C OLLINEAR A RRAY F I G U R E 1 4

D RIVEN C OLLINEAR A RRAY F I G U R E 1 4 - 1 8 F O U R-E L E M E N CT O L L I N E AARR R A. Y

F I G U R E 1 4 - 1 9 E I G

F I G U R E 1 4 - 1 9 E I G H T- E L E M E N BT R O A D S I DAER R A. Y

F I G U R E 1 4 - 2 0 P H A

F I G U R E 1 4 - 2 0 P H A S -EA R R A YA N T E N N PAA T T E R N. S( F R O M H E N R Y J A S K, I E D. , A N T E N N A E N G I N E E R I N G H A N D B O O, K 1 9 6 1 C; O U R T E SOYF M C G R A W- H I L L B O O K C O M P A N, Y N E W Y O R K. )

14 -7 S PECIAL- P URPOSE A NTENNAS Log-Periodic Antenna Small-Loop Antenna Ferrite Loop

14 -7 S PECIAL- P URPOSE A NTENNAS Log-Periodic Antenna Small-Loop Antenna Ferrite Loop Antenna Folded Dipole Antenna Slot Antenna

F I G U R E 1 4 - 2 1 L O G-P

F I G U R E 1 4 - 2 1 L O G-P E R I O D IDCI P O L EA R R A. Y

F I G U R E 1 4 - 2 2 L O O

F I G U R E 1 4 - 2 2 L O O P A N T E N N. A

F I G U R E 1 4 - 2 3 D I P

F I G U R E 1 4 - 2 3 D I P O L E. S

F I G U R E 1 4 - 2 4 S L O

F I G U R E 1 4 - 2 4 S L O T A N T E N N A R R A. Y

A DVANCED A NTENNA D ESIGN Antennas can be very difficult in time and

A DVANCED A NTENNA D ESIGN Antennas can be very difficult in time and effort to design They are often designed by trial-and-error methods One of the newest and most unique methods being used is that of the “genetic algorithm”

Y AGI- U DA G ENETIC D ESIGN Yagi-Uda Antenna Invented in 1954, the

Y AGI- U DA G ENETIC D ESIGN Yagi-Uda Antenna Invented in 1954, the widely used Yagi-Uda antenna, familiar as a common type of TV antenna found on home rooftops, remains a difficult antenna to optimize due to complex interactions, sensitivity at high gain, and the inclusion of numerous parasitic elements. The Yagi-Uda antenna consists of three types of elements: a driven element, a reflector element, and a variable number of director elements, all supported by a central boom. Only the driven element is connected directly to the feeder; the other elements couple to the transmitter power through the local electromagnetic fields which induce currents in them. The spacing and length of the various components significantly affect the performance characteristics of the antenna. In order to optimize the Yagi-Uda antenna using a coevolutionary algorithm, we mapped the structure of the antenna into a 14 element byte encoded representation scheme. Each element contained two floating point values, a length and a spacing value. Each floating point value was encoded as three bytes, yielding a resolution of (1/2)^24 for each value. The first pair of values encoded the reflector unit, the second pair of values encoded the driven element, and the remaining 12 pairs encoded the directors. Wire radius values were constrained to 2, 3, 4, 5, or 6 mm. Mutation was applied to individual bytes, and one point crossover was used. Using this system, we were able to evolve Yagi-Uda antennas that had excellent bandwidth and gain properties with very good impedance characteristics. Results exceeded previous Yagi-Uda antennas produced using evolutionary algorithms by at least 7. 8% in mainlobe gain. http: //ti. arc. nasa. gov/projects/esg/research/antenna. htm

G ENETIC D ESIGN OF M ARS O DYSSEY UHF A NTENNA The Mars

G ENETIC D ESIGN OF M ARS O DYSSEY UHF A NTENNA The Mars Odyssey spacecraft is an orbiter carrying science experiments designed to make global observations of Mars. It carries onboard an UHF antenna, responsible for the primary, full-duplex, data link between the spacecraft and landed assets. The currently deployed antenna is a graphite/epoxy quadrifilar helix antenna (QHA) with a small ground plane. The performance characteristics of an antenna can be affected by nearby structures. However, the currently deployed UHF antenna was not designed with surrounding structures in mind. As a result, the solar panels on the spacecraft sometimes have to be moved in order to optimize antenna performance. We therefore used the NEC simulator to evaluate the performance of various antenna designs in the presence of models representing the solar panel and fuel tanks. Using a coevolutionary algorithm, we optimized the design parameters for a quadrifilar helical antenna by encoding various parameters that control the shape and size of the antenna into a linear representation. We were able to evolve a quadrifilar helix antenna that was a quarter of the volume of the currently deployed Mars Odyssey antenna yet still achieving the performance characteristics of the latter.

G ENETIC D ESIGN OF ST 5 S ATELLITE A NTENNA The Space Technology

G ENETIC D ESIGN OF ST 5 S ATELLITE A NTENNA The Space Technology 5 Project (ST 5) is one of NASA's New Millennium Program missions that will launch multiple miniature spacecraft to test innovative concepts and technologies in the harsh environment of space. The three ST 5 spacecraft will communicate with a 34 meter groundbased dish antenna. The antenna specifications for the mission present a challenging design problem, requiring both a wide beamwidth for a circularly-polarized wave and a wide bandwidth. First, there is the potential of needing less power. Antenna ST 5 -3 -10 achieves high gain (2 -4 d. B) across a wider range of elevation angles. This allows a broader range of angles over which maximum data throughput can be achieved. Also, less power from the solar array and batteries may be required. Second, the evolved antenna does not require a matching network nor a phasing circuit, removing two steps in design and fabrication of the antenna. A trivial transmission line may be used for the match on the flight antenna, but simulation results suggest that one is not required. Third, the evolved antenna has more uniform coverage in that it has a uniform pattern with small ripples in the elevations of greatest interest (between 40 and 80 degrees). This allows for reliable performance as elevation angle relative to the ground changes. Finally, the evolved antenna had a shorter design cycle. It was estimated that antenna ST 5 -3 -10 took 3 person-months to design and fabricate the first prototype as compared to 5 person-months for the conventionally designed antenna.

14 -8 T ROUBLESHOOTING Installing the Antenna Typical Troubleshooting Techniques Antenna Measurements

14 -8 T ROUBLESHOOTING Installing the Antenna Typical Troubleshooting Techniques Antenna Measurements

F I G U R E 1 4 - 2 5 MATCHING ANTENNT A

F I G U R E 1 4 - 2 5 MATCHING ANTENNT A O R E C E I V E. R

F I G U R E 1 4 - 2 6 V S W

F I G U R E 1 4 - 2 6 V S W R T E S T.

F I G U R E 1 4 - 2 7 P A R

F I G U R E 1 4 - 2 7 P A R A B O L IRCE F L E C T O. R

F I G U R E 1 4 - 2 8 G R I

F I G U R E 1 4 - 2 8 G R I D-D I P M E T E RT E S TF O R A T U N E DC I R C U I. T

F I G U R E 1 4 - 2 9 S W R

F I G U R E 1 4 - 2 9 S W R M E T E RI N L I N EB E T W E E NT H E A N T E N N A N D T R A N S M I T T. E R

F I G U R E 1 4 - 3 0 T E S

F I G U R E 1 4 - 3 0 T E S T I N GC O A X I A CL A B L. E

F I G U R E 1 4 - 3 1 A N E

F I G U R E 1 4 - 3 1 A N E C H O ICCH A M B E. R ( C O U R T E S Y M A R K G I B S O NC/O M I R A. )

14 -9 T ROUBLESHOOTINGW/ M ULTISIM

14 -9 T ROUBLESHOOTINGW/ M ULTISIM

F I G U R E 1 4 - 3 2 THE MULTISIM C

F I G U R E 1 4 - 3 2 THE MULTISIM C I R C U I FT O R M O D E L I N AG 1 0 0 - M H Z H A L F-W A V ED I P O L. E

F I G U R E 1 4 - 3 3 D I P

F I G U R E 1 4 - 3 3 D I P O L. E T H E N E T W O R AK N A L Y Z EVRI E WO F T H E S I M U L A T I OONF A 1 0 0 - M H Z H A L F-W A V E

F I G U R E 1 4 - 3 4 E L E

F I G U R E 1 4 - 3 4 E L E M E N. T S T H E M O D E LO F A S I N G L ES T U BT U N E RU S I N GT H E M U L T I SMT R I P L I NTER A N S M I S S -I LOINN E

F I G U R E 1 4 - 3 5 T H E

F I G U R E 1 4 - 3 5 T H E M O D E LS C R E E NF O R T H E S T R I P L I NEEL E M E N. T