Book contents
- Frontmatter
- Contents
- Preface
- CHAPTER 1 INTRODUCTION
- CHAPTER 2 AN APPROXIMATE ANALYSIS OF THE CYLINDRICAL ANTENNA
- CHAPTER 3 THE TWO-ELEMENT ARRAY
- CHAPTER 4 THE CIRCULAR ARRAY
- CHAPTER 5 THE CIRCUIT AND RADIATING PROPERTIES OF CURTAIN ARRAYS
- CHAPTER 6 ARRAYS WITH UNEQUAL ELEMENTS; PARASITIC AND LOG-PERIODIC ANTENNAS
- CHAPTER 7 PLANAR AND THREE-DIMENSIONAL ARRAYS
- CHAPTER 8 TECHNIQUES AND THEORY OF MEASUREMENT
- Appendix I Tables of ΨdR, T(m) or T′(m) and self- and mutual admittances for single elements and circular arrays
- Appendix II Summary of the two-term theory for applications
- Appendix III Summary of formulas for the curtain array
- Appendix IV Tables of admittance and impedance for curtain arrays
- Appendix V Programme for Yagi-Uda array
- References
- List of symbols
- Index
- Frontmatter
- Contents
- Preface
- CHAPTER 1 INTRODUCTION
- CHAPTER 2 AN APPROXIMATE ANALYSIS OF THE CYLINDRICAL ANTENNA
- CHAPTER 3 THE TWO-ELEMENT ARRAY
- CHAPTER 4 THE CIRCULAR ARRAY
- CHAPTER 5 THE CIRCUIT AND RADIATING PROPERTIES OF CURTAIN ARRAYS
- CHAPTER 6 ARRAYS WITH UNEQUAL ELEMENTS; PARASITIC AND LOG-PERIODIC ANTENNAS
- CHAPTER 7 PLANAR AND THREE-DIMENSIONAL ARRAYS
- CHAPTER 8 TECHNIQUES AND THEORY OF MEASUREMENT
- Appendix I Tables of ΨdR, T(m) or T′(m) and self- and mutual admittances for single elements and circular arrays
- Appendix II Summary of the two-term theory for applications
- Appendix III Summary of formulas for the curtain array
- Appendix IV Tables of admittance and impedance for curtain arrays
- Appendix V Programme for Yagi-Uda array
- References
- List of symbols
- Index
Summary
Studies of coupled antennas in arrays may be separated into two groups: those which postulate a single convenient distribution of current along all structurally identical elements regardless of their relative locations in the array and those which seek to determine the actual currents in the several elements. Virtually all of the early and most of the more recent analyses are in the first group in which both field patterns and impedances have been obtained for elements with assumed currents. Pioneer work in the determination of field patterns of arrays of elements with sinusoidally distributed currents was carried out for uniform arrays by Bontsch-Bruewitsch [1] in 1926, by Southworth [2] in 1930, by Sterba [3] and by Carters al. [4] in 1931. Early studies of non-uniform arrays are by Schelkunoff [5] in 1943, by Dolph [6] in 1946, and by Taylor and Whinnery [7] in 1951. The self- and mutual impedances of arrays of elements with sinusoidally distributed currents were studied especially by Carter [8] in 1932, by Brown [9] in 1937, by Walkinshaw [10] in 1946, by Cox [11] in 1947, by Barzilai [12] in 1948, and by Starnecki and Fitch [13] in 1948. A thorough presentation of the basic theory of antennas with sinusoidal currents was given by Briickmann [14] in 1939. Actually, the current in any cylindrical antenna of length 2h and finite radius a is accurately sinusoidal only when it is driven by a continuous distribution of electromotive forces of proper amplitude and phase along its entire length.
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- Information
- Arrays of Cylindrical Dipoles , pp. xi - xivPublisher: Cambridge University PressPrint publication year: 1968