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9780521431071

Cylindrical Antennas and Arrays

by
  • ISBN13:

    9780521431071

  • ISBN10:

    0521431077

  • Edition: Revised
  • Format: Hardcover
  • Copyright: 2002-11-18
  • Publisher: Cambridge University Press

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Summary

Cylindrical arrays lie at the heart of the antenna systems of most major radio communication systems, including broadcasting networks, cellular 'phone systems and radar. In this book, the authors present practical theoretical methods for determining current distributions, input admittances and field patterns of a wide variety of cylindrical antennas, including the isolated antenna, the two-element array, the circular array, curtain arrays, Yagi and log-periodic arrays, planar arrays and three-dimensional arrays. Coverage includes analysis of horizontal antennas over, on and in the earth and sea, large resonant arrays of electrically short dipoles and a chapter on the theory and techniques of experimental measurement. Written by three of the leading engineers in the field, and based on world-class research carried out at Harvard over the last 40 years, Cylindrical Antennas and Arrays is destined to become established as the basic reference for practising engineers and advanced students for many years to come.

Table of Contents

Preface xiii
Preface to first edition xvii
Introduction
1(30)
Linear antennas
1(2)
Maxwell's equations and the potential functions
3(2)
Power and the Poynting vector
5(2)
The field of thin linear antennas: general equations
7(4)
The field of the electrically short antenna; directivity
11(2)
The field of antennas with sinusoidally distributed currents; radiation resistance
13(3)
Impedance of antenna: EMF method
16(4)
Integral equations for the current distribution
20(3)
Direct numerical methods
23(8)
An approximate analysis of the cylindrical antenna
31(23)
The sinusoidal current
31(1)
The equation for the current
32(1)
Properties of integrals
33(3)
Rearranged equation for the current
36(1)
Reduction of integral equation to algebraic equation
36(3)
Evaluation of coefficients
39(1)
The approximate current and admittance
40(1)
Numerical examples; comparison with experiment
41(2)
The radiation field
43(5)
An approximate two-term theory
48(2)
The receiving antenna
50(4)
The two-element array
54(25)
The method of symmetrical components
54(3)
Properties of integrals
57(2)
Reduction of integral equations for phase sequences to algebraic equations
59(3)
The phase-sequence currents and admittances
62(2)
Currents for arbitrarily driven antennas; self- and mutual admittances and impedances
64(2)
Currents for one driven, one parasitic antenna
66(1)
The couplet
67(1)
Field patterns
68(2)
The two-term approximation
70(9)
The circular array
79(33)
Integral equations for the sequence currents
80(6)
Sequence functions and array properties
86(2)
Self- and mutual admittances
88(7)
Currents and fields; arrays with one driven element
95(8)
Matrix notation and the method of symmetrical components
103(4)
General formulation and solution
107(5)
The circuit and radiating properties of curtain arrays
112(41)
Comparison of conventional and two-term theories
112(2)
Two-term theory of curtain arrays
114(10)
Example: the three-element array
124(4)
Electronically scanned arrays
128(9)
Examples of the general theory for large arrays
137(11)
The special case when β0h = π/2
148(3)
Summary
151(2)
Arrays with unequal elements: parasitic and log-periodic antennas
153(88)
Application of the two-term theory to a simple parasitic array
153(7)
The problem of arrays with parasitic elements of unequal lengths
160(2)
Application to the Yagi--Uda array
162(5)
Evaluation of coefficients for the Yagi--Uda array
167(3)
Arrays with half-wave elements
170(3)
The far field of the Yagi--Uda array; gain
173(6)
Simple applications of the modified theory; comparison with experiment
179(3)
The three-element Yagi--Uda array
182(8)
The four and eight director Yagi--Uda arrays
190(8)
Receiving arrays
198(10)
Driven arrays of elements that differ greatly in length
208(7)
The log-periodic dipole array
215(1)
Analysis of the log-periodic dipole array
216(6)
Characteristics of a typical log-periodic dipole array
222(6)
Frequency-independent properties of the log-periodic dipole array
228(11)
Experimental verification of the theory for arrays of unequal dipoles
239(2)
Planar and three-dimensional arrays
241(49)
Vector potentials and integral equations for the currents
241(4)
Vector potential differences and integral equations
245(2)
Approximate distribution of current
247(2)
Evaluation of coefficients
249(4)
The field patterns
253(3)
The general two-element array
256(6)
A simple planar array
262(10)
A three-dimensional array of twenty-seven elements
272(12)
Electrical beam scanning
284(4)
Problems with practical arrays
288(2)
Vertical dipoles on and over the earth or sea
290(53)
Introduction
290(2)
The complete electromagnetic field of a vertical dipole over the earth or sea with or without a coating
292(4)
The field in the air in the intermediate range
296(2)
The far field in the air
298(5)
Base-driven and grounded monopoles
303(5)
Vertical antennas on the earth for communicating with submarines in the ocean
308(6)
High-frequency dipoles over the earth; cellular telephone
314(7)
Vertical dipoles over a two-layered region
321(6)
Propagation over the spherical earth
327(14)
Conclusion
341(2)
Dipoles parallel to the plane boundaries of layered regions; horizontal dipole over, on, and in the earth or sea
343(36)
Introduction
343(6)
Horizontal traveling-wave antennas over earth or sea; Beverage antenna (l = 0, ε = k0/k2)
349(8)
The terminated insulated antenna in earth or sea
357(2)
Arrays of horizontal and vertical antennas over the earth
359(6)
Horizontal antennas over the spherical earth
365(4)
Horizontal electric dipoles for remote sensing on and in the earth, sea, or Arctic ice
369(3)
Horizontal electric dipoles and patch antennas on microstrip
372(7)
Application of the two-term theory to general arrays of parallel non-staggered elements
379(13)
Brief derivation of the formulas
379(5)
The complete two-term theory formulas
384(1)
Remarks and programming considerations
385(5)
Alternative form for the solution and the case kh = π/2
390(2)
Resonances in large circular arrays of perfectly conducting dipoles
392(33)
Introduction
392(4)
The two-term theory and the modified kernel
396(3)
Phase-sequence resonances
399(4)
Behavior near a phase-sequence resonance
403(2)
Radiation field at or near a phase-sequence resonance
405(3)
Refinements for numerical calculations
408(1)
Resonant array with two driven elements
409(11)
Appendix: the various kernels for the circular array
420(5)
Resonances in large circular arrays of highly conducting dipoles
425(27)
Introduction
425(2)
Integral equations
427(2)
Two-term theory
429(1)
Qualitative behavior
430(3)
Numerical results
433(2)
Field pattern
435(1)
The effect of a highly conducting ground plane
436(10)
Appendix: formulas for the large circular array of highly conducting dipoles
446(6)
Direct numerical methods: a detailed discussion
452(23)
Introduction
452(1)
Properties of the integral equations
453(2)
On the application of numerical methods
455(5)
Additional remarks
460(3)
Notes on arrays of cylindrical dipoles
463(2)
Appendix: the infinite antenna
465(10)
Techniques and theory of measurements
475(64)
Transmission lines with coupled loads
476(5)
Equivalent lumped elements for terminal-zone networks
481(6)
Voltages, currents, and impedances of uniform sections of lines
487(5)
Theoretical basis of impedance measurements
492(10)
The measurement of self-and mutual impedance or admittance
502(6)
Theory and properties of probes
508(12)
Construction and use of field probes
520(14)
The measurement of sharp resonances in circular arrays
534(5)
Appendix I: Tables of ΨdR, T(m) or T(m) and self-and mutual admittances for single elements and circular arrays 539(14)
Appendix II: Tables of matrix elements Φu and Φv for curtain arrays 553(26)
Appendix III: Tables of admittance and impedance for curtain arrays 579(16)
References 595(12)
List of symbols 607(12)
Index 619

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