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Carrier Transmission of Signals

  • Henning F. Harmuth

Abstract

The transmission of constants a x (j) by asystem of orthogonal functions {f(j,θ)} has been discussed in the previous chapter. The transmission of time functions F(θ) or F x (θ) by means of a system of time functions {Φ(k, θ)} will be discussed now. These functions Φ(k,θ) will be called carriers. F(θ) denotes any time function, e.g. the output voltage of a microphone. The notation F x (θ)isused to emphasize time functions that contain a finite number of coefficients a x (j), such as teletype signals:
$${F_x}\left( \theta \right) = \sum\limits_{j = 0}^{m - 1} {{a_x}} \left( j \right)f\left( {j 9} \right)$% MathType!End!2!1!$$

Keywords

Time Base Wave Zone Local Carrier Quadrature Modulation Walsh Function 
These keywords were added by machine and not by the authors. This process is experimental and the keywords may be updated as the learning algorithm improves.

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References ordered by Sections

  1. 1.
    COSTAS, J.P., Synchronous communication, Proc. IRE /III (1956),1713–1718.Google Scholar
  2. 2.
    BLACK, H.S., Modulation theory, New York: VanNostrand 1953.MATHGoogle Scholar
  3. 3.
    SCHWARTZ, M., Information transmission, modulation, and noise, New York: McGraw-Hill 1959.MATHGoogle Scholar
  4. 4.
    PANTER, P.F., Modulation., noise, and spectral a.nalysis; New York: McGraw,Hill 1965.Google Scholar
  5. 5.
    VITERBI, A.J., Principles of coherent communication, New York: McGraw-Hill 1966.Google Scholar
  6. 1.
    CROWLEY, T.H., G.G.HARRIS, S.E.MILLEE, J.R.PIERCE and J.P.RUNYON, Modern communications, New York: Columbia U. Press 1962.Google Scholar
  7. 2.
    HAAS, W., Möglichkeiten des Ersatzes von Induktivita-tenundSchwingkreisen in zukünftigen Systemen der Multi-plextechnik, Frequenz 19 (1965), 297–307.CrossRefGoogle Scholar
  8. 3.
    FLOOD, J.E., Time division multiplex systems, Electro-nic Engr. 25(1953),2–5,58–63,101–106,146–150.Google Scholar
  9. 4.
    ROBERTS, F.F. and J.C.SIMMONDS, Multichannel communi-cation systems, Wireless Engr. 22(1945),538–549,576–589.Google Scholar
  10. 5.
    BENNETT, W.R., Time division multiplex systems, Bell System Tech.J. 20 (1941), 199–221.Google Scholar
  11. 6.
    RAABE, H., Untersuchungenander wechselzeitigen Mehr-fachübertragung (Multiplexübertragung),ElektrischeNach-richten-Technik 16 (1939), 213–228.Google Scholar
  12. 7.
    Technical Staff Bell Telephone Laboratories, Transmis-sion Systems for Communications, Winston-Salem NC: Western Electric Co. Technical Fnblications 1965.Google Scholar
  13. 8.
    Technical Staff Siemens Central Laboratories, Nachrichtenübertragung, Berlin/New York: Springer 1966.Google Scholar
  14. 9.
    SCHWARTZ, M., W.R.BENNETT and S.STEIN, Communication systems and techniques, New York: McGraw-Hill 1966.Google Scholar
  15. 10.
    LANDON, V.D., Theoretical analysis of various systems of multiplex transmission, RCA Review 9(1948),287–351, 438–482.Google Scholar
  16. 11.
    HARMUTH, H., Sequenz-Multiplexsysteme für Telephonieund Datenübertragung,I. Quadraturmodulation, 2.Einseitenband-Modulation; Archiv elektr. Übertragung 22 (1968), 2735, 102–108.Google Scholar
  17. 12.
    Trägersystem für die Nachrichtentechnik, W.German patent 1 191 416 (1963).Google Scholar
  18. 13.
    BEBARTH, H.P., Verfahren zur digitalen Codierung von Ferngesprächen…, W.German patent 1 244 855 (1964).Google Scholar
  19. 14.
    PICHLER, F., Das Sequenzvielfach, ein neues Sprechwegenetz für vollelektronische Fernsprechvermittlungsämter, XII. Int.Wiss.Kollo uium der Technischen Hochschule Ilme-nau, East Germany 7 (1967), 15–20).Google Scholar
  20. 1.
    HONEY, J.F. and D.K.WEAVER, An introduction to single sideband communication, Proc. IRE 44 (1956), 1667–1675.CrossRefGoogle Scholar
  21. 2.
    NORGAARD, D.E., The phase-shift method of single-sideband signal generation; The phase-shift method of singlesideband signal reception, Proc. IRE 1i’i(1956),1718–1743.Google Scholar
  22. 3.
    SARAGA, W., Single-sideband generation, Electronic Technology 39 (1962), 168–171.Google Scholar
  23. 4.
    WEAVER, D.K., A third method of generation and detection of single-sideband signals, Proc. IRE 44(1956)17031705.Google Scholar
  24. 5.
    NYQUIST, H., Certain topics in telegraph transmission theory, Transactions AIEE 47 (1928), 617–644.Google Scholar
  25. 6.
    BECKER, F.K., J.R. DAVEY and B.R.SALTZBERG, An AM ve-stigial sideband data transmission set using synchronous detection for serial transmission up to 3000 bits per second, Transactions AIEE, Communication and Electronics 81 (1962), 97–101.Google Scholar
  26. 7.
    BENNETT, W.R. and J.R.,DAVEY, Data transmission, New York: NcGrawaHill 1965.Google Scholar
  27. 8.
    HARMUTH, H., P.E.SCHMID and D.L.NOWAK, Transposed side-band modulation for data transmission, IEEE Transactions on Communication Technology COM-15(1967),868–870.Google Scholar
  28. 1.
    BAGHDADY, E.J „ Analog modulation systems, in Lectures on Communication System Theory, New York: McGraw-Hill 1961.Google Scholar
  29. 2.
    VITERBI, A.J., Principles of coherent communication, New York: McGraw-Hill 1966.Google Scholar
  30. 3.
    PICHLER, F., Das System der sal-und cal-Funktionen als Erweiterung des Systems der Walsh-Funktionen und die Theorie der sal-und cal-Fouriertransformation, p. 47; Thesis Dept.of Mathematics, Innsbruck University, Austria 1967.Google Scholar
  31. 1.
    VAN DER POL, B., Frequency modulation, Proc. IRE 18 (1930), 1194–1205.CrossRefGoogle Scholar
  32. 2.
    HUND, A., Frequency modulation, New York: McGraw-Hill 1942.Google Scholar
  33. 3.
    CUCCIA, C.L., Harmonics; sidebands, and transients in communication engineering, New York: McGraw-Hill 1952.Google Scholar
  34. 4.
    BLACK, H.S., Modulation theory, Princeton NJ: Van No-strand 1953.MATHGoogle Scholar
  35. 1.
    CROSBY, M.G., Communicationbyphase modulation, Proc. IRE 27(1939)026–136.Google Scholar
  36. 2.
    BLACK, H.S., Modulation theory, Princeton NJ: Van No-strand 1953.Google Scholar
  37. 3.
    PANTER, P.F., Modulation., noise, and spectral analysis; New York: McGraw-Hill 1965.Google Scholar
  38. 1.
    OLIVER, B.M., J.R.PIERCE and C.E.SHANNON, The philo-sophy of PCM, Proc. IRE 36 (1948), 1324–1331.CrossRefGoogle Scholar
  39. 2.
    MAYER, H.F., Principles of pulse code modulation, Ad-van.Electron, New York: Academic Press 1951.Google Scholar
  40. 3.
    FLOOD, J.E., Time division multiplex systems, Part 4, Electronic Engr. 25 (1953), 146–150.Google Scholar
  41. 4.
    GOODALL, W.M., Telephonybypulse-code-modulation.,Bell System Tech.J. 26 (1947), 395–409.Google Scholar
  42. 5.
    de JAGER, F., Delta modulation: A methodof Pal trans-mission using the 1-unit code, Philips Research Report 7 (1952), 442–466.Google Scholar
  43. 6.
    BENNETT, W.R., Spectra of quantized signals, Bell Sy-stem Tech.J. 27 (1948), 446–472.Google Scholar
  44. 1.
    HERTZ, H.,DieKräfte elektrischer Schwingungen behan-delt nach der Maxwell’schen Theorie, Ann.Phys., Neue Fol-ge 36(1889)0–22.Google Scholar
  45. 2.
    ZUHRT, H., Elektromagnetische Strahlungsfelder, Berlin/ New York: Springer 1953.MATHCrossRefGoogle Scholar
  46. 3.
    SLATER, J.C. and H.FRANK, Electromagnetism, New York: McGraw-Hill 1947.MATHGoogle Scholar
  47. 4.
    WARE, L.A., Elements of electromagnetic waves, New York: Pitman 1949.Google Scholar
  48. 5.
    BECKER, R. andF. SAUTER, Theorie der Elektrizität Vol. 1, 18th ed., Stuttgart: Teubner 1964.Google Scholar
  49. 6.
    LANDAU, L.D. and E.M.LIFSCHITZ, Lehrbuchdertheoreti-schen Physik Vol. II, Klassische Feldtheorie, Berlin: Aka-demie 1964.Google Scholar
  50. 7.
    KRAUS, J., Antennas, New York: McGraw-Hill, 1950.Google Scholar
  51. 8.
    SCHEIKUNOFF, S.A., Electromagnetic waves, New York: Van Nostrand 1943.Google Scholar
  52. 1.
    HARMUTH, H., Grundlagen und mögliche Anwendungen der Sequenztechnik. Bulletin des Schweizerischen Elektrotechnischen Vereines 59 (1968), 1196–1203.Google Scholar

Copyright information

© Springer-Verlag Berlin Heidelberg 1969

Authors and Affiliations

  • Henning F. Harmuth
    • 1
  1. 1.LeopoldshafenWestern Germany

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