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The History of Inertial Navigation

Published online by Cambridge University Press:  23 November 2009

Walter Wrigley
Walter Wrigley
Affiliation:
(Massachusetts Institute of Technology)
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Extract

Practical inertial navigation is a quite recent achievement, only twenty-five years for serious research and development and only five for its commercial use. However, one might possibly say that a partial understanding of some of its principles is much more ancient. For example, in the Bible1 we read that God used a plumb-line to identify a particular location!

Type
‘Two Centuries of Navigation’
Information
The Journal of Navigation , Volume 30 , Issue 1 , January 1977 , pp. 61 - 68
Copyright
Copyright © The Royal Institute of Navigation 1977

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References

REFERENCES

1The Holy Bible. Amos 7: 7–9Google Scholar
2Draper, C. S., Wrigley, W. and Hovorka, J. (1960). Inertial Guidance, Pergamon Press, New York.Google Scholar
3Hellman, H. (1962). Kearfott Technical News Bulletin, Vol. 5, Kearfott Division, General Precision Inc.Google Scholar
4Tkachov, L. I. (1973). Sistemy Inertsialnoe Orientirovki, MEI, Moskva.Google Scholar
5Wrigley, W. (1941). An investigation of methods available for indicating the direction of the vertical from moving bases, Sc.D. thesis, MIT.Google Scholar
6Markey, W. R. and Hovorka, J. (1961). The Mechanics of Inertial Position and Heading Indication, Methuen, London and New York.Google Scholar
7Broxmeyer, C. (1962). Inertial Navigation Systems, McGraw-Hill, New York.Google Scholar
8Pitman, G. R. (editor) (1962). Inertial Guidance, Wiley, New York.CrossRefGoogle Scholar
9O'Donnell, C. F. (editor) (1964). Inertial Navigation Analysis and Design, McGraw-Hill, New York.Google Scholar
10Savant, C.J.Howard, R.C.Solloway, C. B. and Savant, C. A. (1961). Principles of Inertial Navigation, McGraw-Hill, New York.Google Scholar
11Ishilinsky, A. Yu. (1957). Ob Uravneniyakh Zadachi Opredeleniya Mestopolozheniya Obekta Posredstvom Giroskopov i Izmeritelei Uskorenii, Prikl. Matem. i. Mekh, 21, 6.Google Scholar
12Wrigley, W., Woodbur, R. B. and Hovorka, J. (1957). Inertial Guidance, SMF paper FF-16, Institute of the Aerospace Sciences, New York.Google Scholar
13Draper, C. S. (1963). Mechanization of inertial guidance systems, Gyrodynamics, p. 92, Springer, Berlin.Google Scholar
14Leondes, C. T. (editor) (1963). Guidance and Control of Aerospace Vehicles, McGraw-Hill, New York.Google Scholar
15Fernandez, M. and Macomber, G. R. (1962). Inertial Guidance Engineering, Prentice-Hall, Englewood Cliffs.Google Scholar
16McClure, C. L. (1960). Theory of Inertial Guidance, Prentice-Hall, Englewood Cliffs.Google Scholar
17Slater, J. M. (1962). Newtonian navigation, Electromechanical Design, Vol. 6.Google Scholar
18Kayton, M. and Fried, W. R. (1969). Avionics Navigation Systems, Chap. 7, Wiley, New York.Google Scholar
19Britting, K. R. (1971). Inertial Navigation Systems Analysis, Wiley, New York.Google Scholar
20Newton, I. (1687). Philosophiae Natural is Principia Mathematica, London.CrossRefGoogle Scholar
21Foucault, L. (1852). Sur une nouvelle demonstration experimentale du mouvement de la terre fondeé sur la fixite du plan de rotation, Comptes Rendus, Vol. 35.Google Scholar
22Taylor, E. G. R. (1957). The Haven-Finding Art, Abelard-Schuman, New York.Google Scholar
23Wrigley, W., Hollister, W. M. and Denhard, W. G. (1969). Gyroscopic Theory, Design and Instrumentation, MIT Press, Cambridge, Ma.Google Scholar
24Arnold, R. N. and Maunder, L. (1961). Gyrodynamics, Academic Press, New York.Google Scholar
25Ferry, E. S. (1932). Applied Gyrodynamics, Academic Press, New York.Google Scholar
26Schuler, M. (1923). Die Stöning von Pendul-und Kreiselapparaten durch die Beschleunigung der Fahrzeuges, Physikalische Zeitschrift, B. 24.Google Scholar
27Schuler, M. (1962). Die Geschichtliche Entwicklung des Kreisel Kompasses in Deutschland, VDI-Zeitschrift, B. 104, 11 and 13.Google Scholar
28Rawlings, A. L. (1944). The Theory of the Gyroscopic Compass and its Deviations, 2nd Ed., Macmillan, New York.Google Scholar
29Wrigley, W. (1961). Gyrocompass, Encyclopedia Britannica, Vol. 11, pp. 45–47.Google Scholar
30Wrigley, W. (1950). Schuler tuning conditions in navigational instruments, Navigation, 2, 8.CrossRefGoogle Scholar
31Ishlinsky, A. Yu. (1956). K Teorii Girogorizontkompasa, Priil. Matem. i. Mekh., 20.Google Scholar
32Boykow, J. M. (1938). Instrument for indicating navigational factors, U.S. Patent, 2, 109, 283.Google Scholar
33Kofman, L. M. and Levental, E. B. (1932). Avt. Svid. No. 184465, zayavleno, 26 Dek.Google Scholar
34Bulgakov, B. V. (1969). Teoriya Odnoi Giroskopicheskoi Sistemy Navigatsii, Izv. AN SSR, Mekhanika Tverd. And Gonti, M. (1939). Prikladnaya Teoriya Giroskopov, Tela, T2 Vyp. 3.Google Scholar
35Kooy, J. M. and Uytenbogaart, J. W. H. (1946). Ballistics of the Future, McGraw-Hill, New York.Google Scholar
36Reisch, S. (1945). Kurzbericht uber die Entwicklungsarbeiten zur Schaffung einer. Einrichtung zur Absoluten Navigation, Report, Vienna.Google Scholar
37Miller, J. E. (editor) (1966). Space navigation guidance and control, AGAKDograph 105, Technivision Ltd., Maidenhead.Google Scholar