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Eric Vittoz - IEEE

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TECHNICAL LITERATURE<br />

Statek described his quartz resonator [26]. By creating<br />

an electrostatic version of a tuning fork, Staudte was<br />

able to shrink dimensions dramatically (Fig. 8). Additionally<br />

Staudte introduced photolithographic batchprocessing<br />

techniques to quartz resonator manufacture,<br />

including laser trimming, allowing the same<br />

economies of scale enjoyed by the IC business. Statek<br />

even offered a transparent glass package option that<br />

allowed laser trimming on packaged resonators.<br />

Thanks to Staudte’s brilliance, a compact, inexpensive,<br />

but accurate resonator could oscillate at<br />

32.768kHz. This frequency has since become the standard<br />

frequency for clocks, including those found<br />

inside desktop and laptop computers.<br />

The compounding effect of all of these advances<br />

was a boon to consumers, for now anyone could<br />

afford a watch whose accuracy was undreamt of only<br />

a few years earlier. By the time of Intel’s sale of Microma,<br />

LED watches were selling for under $10, and LCD<br />

watches would soon follow suit.<br />

“What’s Next?”<br />

Even the most inexpensive wristwatches available<br />

today are so precise that the need for even better<br />

stability no longer drives their evolution. Other factors,<br />

such as esthetics, generally matter more to<br />

consumers now. The electronics revolution has<br />

continued unabated over the four decades since<br />

the Beta21 was introduced, so the ability to integrate<br />

ever more functions per unit volume explains<br />

why many watches are becoming multipurpose<br />

information appliances. Wristwatches that are also<br />

PDAs, infrared remote controls, pagers, radios,<br />

TVs, walkie-talkies and MP3 players have all<br />

appeared on the market at one time or another.<br />

The primary constraint on adding even more features<br />

is the power consumed by all of these functions.<br />

The low-power tradition that <strong>Eric</strong> <strong>Vittoz</strong><br />

established will only strengthen as engineers struggle<br />

with the constrained power budgets of a wristwatch<br />

form factor.<br />

And for those consumers who are obsessed<br />

with accurate time, the ability to communicate<br />

with GPS satellites can endow a watch today with<br />

traceability to an atomic standard. One can only<br />

hope that it would maintain a better accuracy than<br />

that lobby clock Max Forrer’s wristwatch bested in<br />

1968.<br />

Acknowledgements<br />

The author is grateful to Byron Blanchard for calling<br />

attention to Airy’s analysis of the escapement; to Jim<br />

Williams of Linear Technology for relating his experiences<br />

with the Accutron; and to our polymath editor,<br />

Mary Lanzerotti, for her literary and technical<br />

inspirations.<br />

References<br />

[1] Christian Piguet, “The First Quartz Electronic Watch” in<br />

Integrated Circuit Design, Power and Timing Modeling,<br />

Optimization and Simulation, Proceedings of the 12th<br />

International PATMOS Workshop, Seville, Spain, September<br />

11–13, 2002, Springer Berlin/Heidelberg 2002, pp. 275-<br />

288.<br />

[2] James Jesperson and Jane Fitz-Randolph, From Sundials to<br />

Atomic Clocks – Understanding Time and Frequency, U.S.<br />

Dept. of Commerce, Technology Administration, National<br />

Institute for Standards and Technology, Monograph 155,<br />

March 1999.<br />

[3] Joseph Needham, Wang Ling, and Derek de Solla Price,<br />

Heavenly Clockwork: The Great Astronomical Clocks of<br />

Medieval China," 2nd Edition, Cambridge University Press,<br />

1986. Also see Joseph Needham, Science & Civilisation in<br />

China, vol. IV, chapter 2: Mechanical Engineering, Cambridge<br />

University Press, 2000.<br />

[4] David S. Landes, Revolution in Time: Clocks and the Making<br />

of the Modern World, Revised and Enlarged Edition (Paperback),<br />

Belknap Press, April 21, 2000.<br />

[5] Richard of Wallingford, Tractatus Horologii Astronomici, c.<br />

1330.<br />

[6] Giovanni di Dondi, Il Tractatus Astrarii, c.1370.<br />

[7] Interview with historian William Andrews, http://www.abc.<br />

net.au/rn/science/ss/stories/s199675.htm, retrieved 14 May<br />

2008.<br />

[8] Galileo Galilei, letter dated 1602 [8, Vol. X p. 97] in Le Opere<br />

di Galileo Galilei, ed. A. Favaro, Nuovo ristampa della edizione<br />

nazionale, G. Barbèra, Firenze, 1968.<br />

[9] Christiaan Huygens, Horologium Oscillatorium, Apud F.<br />

Muguet, Paris, 1673. Scans of an original manuscript may be<br />

found at<br />

http://historical.library.cornell.edu/kmoddl/toc_huygens1.ht<br />

ml. Those whose Latin is a little rusty may find helpful the<br />

English translation at http://www.17centurymaths.com/contents/huygenscontents.html.<br />

Also, to hear native Dutch<br />

speakers pronounce “Huygens” (and, as a bonus, “van<br />

Leeuwenhoek”), see<br />

http://frank.harvard.edu/~paulh/misc/pics/huygens_96.mp3.<br />

We are grateful to Prof. Paul Horowitz of Harvard University<br />

for providing this valuable service.<br />

[10] Mark V. Headrick, “The Origin and Evolution of the Anchor<br />

Clock Escapement,” <strong>IEEE</strong> Control Systems Magazine, vol. 22,<br />

no. 2, Apr. 2002, pp. 41-52. Also see http://www. geocities.com/mvhw/<br />

anchor.html.<br />

[11] George Biddell Airy, “On the Disturbances of Pendulums and<br />

Balances, and on the Theory of Escapements,” Transactions<br />

of the Cambridge Philosophical Society, Vol. III, Part I (1830):<br />

pp. 105-128, Plate 2. The connection of his analysis to that<br />

of modern oscillators is evident in the oscillator phase noise<br />

analysis in [28], which describes the benefits of properlytimed<br />

impulsive energy restoration. The Colpitts oscillator<br />

and pendulum-escapements share this property of impulsive<br />

restoration.<br />

[12] Alexander V. Roup et al., “Limit Cycle Analysis of the Verge<br />

and Foliot Clock Escapement Using Impulsive Differential<br />

Equations and Poincaré Maps,” Proceedings of the American<br />

Control Conference, June 2001, pp.3245-3250.<br />

[13] Dava Sobel, Longitude: The True Story of a Lone Genius Who<br />

Solved the Greatest Scientific Problem of His Time, Penguin,<br />

New York, 1995. Also see the PBS dramatization based on<br />

Sobel’s book, Lost at Sea: The Search for Longitude.<br />

[14] Jacques Curie and Pierre Curie, “Développement, par<br />

pression, de l’électricité polaire dans les cristaux hémièdres<br />

à faces inclinées” [Development, by pressure, of electrostatic<br />

polarization in hemihedral crystals with inclined<br />

48 <strong>IEEE</strong> SSCS NEWS Summer 2008

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