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@article{Bennett2002HuygenssC, title={Huygens's clocks}, author={Matthew R. Bennett and Michael F. Schatz and Heidi M. Rockwood and Kurt Wiesenfeld}, journal={Proceedings of the Royal Society of London. Series A: Mathematical, Physical and Engineering Sciences}, year={2002}, volume={458}, pages={563 - 579}, url={https://api.semanticscholar.org/CorpusID:6482041}}
  • Matthew R. Bennett, M. Schatz, K. Wiesenfeld
  • Published in Proceedings of the Royal… 8 March 2002
  • Physics, Engineering, Mathematics
  • Proceedings of the Royal Society of London. Series A: Mathematical, Physical and Engineering Sciences

The 336–year–old synchronization observations of Christiaan Huygens are re–examined in modern experiments. A simple model of synchronization is proposed.

428 Citations

Highly Influential Citations

13

Background Citations

122

Methods Citations

24

Results Citations

9

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428 Citations

Huygens synchronization of two clocks
    Henrique M. OliveiraLu'is V. Melo

    Physics

    Scientific Reports

  • 2015

A model explaining the phase opposition synchronization of two pendulum clocks in those conditions is presented, and the predicted behaviour is observed experimentally, validating the model.

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Synchronized pendula: From Huygens’ clocks to chimera states
    T. KapitaniakJ. Kurths

    Physics

  • 2014

This topical issue collects contribution exemplifying the recent scientific progress in understanding the dynamics of coupled pendula. The individual papers focus on different questions of present

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Experimental Results on Huygens Synchronization
    Ward T. OudH. NijmeijerA. Pogromsky

    Physics, Engineering

  • 2006

Abstract The paper represents some experimental results on synchronization of two metronomes attached to a common support beam. The experiments demonstrate possible in-phase, anti-phase

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Huygens (and others) revisited.
    K. WiesenfeldD. Borrero-Echeverry

    Physics

    Chaos

  • 2011

We develop a generic iterative map model of coupled oscillators based on simple physical processes common to many such systems. The model allows us to understand, from a unified perspective, the

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Huygens' odd Sympathy Experiment Revisited
    K. CzołczyńskiP. PerlikowskiA. StefańskiT. Kapitaniak

    Physics

    Int. J. Bifurc. Chaos

  • 2011

It is shown that even the clocks with significantly different periods of oscillations can synchronize, but their periods are modified by the beam motion so they are no more accurate.

  • 47
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Antiphase and in-phase synchronization of nonlinear oscillators: the Huygens's clocks system.
    R. Dilão

    Physics

    Chaos

  • 2009

An interaction mechanism is applied to the coupling between two nonlinear oscillators with a limit cycle in phase space, leading to a simple justification of the antiphase synchronization as observed in Huygens's pendulum clocks experiment.

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Chaos in Coupled Clocks
    P. PerlikowskiM. KapitaniakK. CzołczyńskiA. StefańskiT. Kapitaniak

    Physics

    Int. J. Bifurc. Chaos

  • 2012

Evidence is given that besides the complete and phase synchronizations, the considered system can exhibit long period synchronization and chaotic behavior and it is argued that the observed phenomena are robust.

  • 14
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On the Problem of Synchronization of Identical Dynamical Systems: The Huygens's Clocks
    R. Dil

    Physics

  • 2009

In 1665, Christiaan Huygens reported the observation of the synchro- nization of two pendulum clocks hanged on the wall of his workshop. After syn- chronization, the clocks swung exactly in the same

Violation of Bell's inequality in fluid mechanics
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We show that a classical fluid mechanical system can violate Bell's inequality because the fluid motion is correlated over large distances.

On the Problem of Synchronization of Identical Dynamical Systems: The Huygens’s Clocks
    R. Dilão

    Physics

  • 2009

In 1665, Christiaan Huygens reported the observation of the synchronization of two pendulum clocks hanged on the wall of his workshop. After synchronization, the clocks swung exactly in the same

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Attention is focused on Ktesibios' water clock and the outstanding mechanical clocks based on the crown wheel escapement that first appeared in Europe at the end of the thirteenth century.

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This book describes examples and applications of synchronization, and gives the problem a working mathematical formulation. It is intended for a wide range of specialists who may encounter nonlinear

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More than a decade after the publication of his dazzling book on the cultural, technological, and manufacturing aspects of measuring time and making clocks, David Landes has significantly expanded

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Whereas 'tis generally esteemed that there is no practise for the finding of the longitude at sea comparable to that of those watches, which instead of a ballance-wheele are regulated by a pendulum,

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THE monumental edition of Huygens' works has now reached its ninth volume, and at least one more will be required to complete his voluminous correspondence. When reviewing previous volumes we

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A method for electronic beam scanning in linear arrays of antenna-coupled oscillators is introduced which eliminates the need for phase shifters. It is shown that a constant phase progression can be

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Perception's shadow: long-distance synchronization of human brain activity
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It is shown for the first time, to the knowledge, that only face perception induces a long-distance pattern of synchronization, corresponding to the moment of perception itself and to the ensuing motor response.

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It is suggested that symmetry can be used to infer a plausible class of CPG network architectures from observed patterns of animal gaits, including a distinction between primary and secondary gait, the existence of a new primary gait called ‘jump’, and the occurrence of half-integer wave numbers in myriapod gaits.

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    [PDF] Huygens's clocks | Semantic Scholar (2024)

    FAQs

    Why was his invention of the pendulum clock considered so important scientifically? ›

    The introduction of the pendulum, the first harmonic oscillator used in timekeeping, increased the accuracy of clocks enormously, from about 15 minutes per day to 15 seconds per day leading to their rapid spread as existing 'verge and foliot' clocks were retrofitted with pendulums.

    How did Christiaan Huygens come up with the clock? ›

    In short, he observed that period of a pendulum's swing was independent from the amplitude of the swing. His son Vincenzio Galilei tried to make a clock using a pendulum, but without success. Huygens adapted Galileo's Law to develop a pendulum clock that worked.

    What is the synchronization of pendulum clocks? ›

    The synchronization is due to the clocks transferring energy to each other via the coupling bar in the form of mechanical vibrations.

    What is the theory behind the pendulum clock? ›

    In a pendulum clock, time is measured by making use of the time taken by its pendulum to complete one oscillation. The pendulum completes one to and fro oscillation in 2 s i.e. it moves from one extreme to the other extreme in ls and then returns from the other extreme to the first extreme in next 1 s.

    How accurate are pendulum clocks? ›

    The pendulum is one of the most accurate mechanical timekeeping devices ever invented and even after 300 years, a clock with a seconds pendulum can still be made to run accurately to less than one minute a week.

    How did Christiaan Huygens find the speed of light? ›

    The speed of light could then be found by dividing the diameter of the Earth's orbit by the time difference. The Dutch scientist Christiaan Huygens, who first did the arithmetic, found a value for the speed of light equivalent to 131,000 miles per second. The correct value is 186,000 miles per second.

    Who first invented the clock? ›

    Initially invented in the Netherlands by Christian Huygens all the way back in 1656, their early designs were quickly refined to greatly increase their precision. But when the first pendulum clock was brought to the Americas, something bizarre happened.

    What was Christiaan Huygens theory? ›

    But, the Dutch physicist Christiaan Huygens believed that light was made up of waves vibrating up and down perpendicular to the direction of the wave propagation and therefore formulated a way of visualizing wave propagation. This became known as 'Huygens' Principle'.

    What are the two clock synchronization algorithms? ›

    There are 2 types of clock synchronization algorithms: Centralized and Distributed. Centralized is the one in which a time server is used as a reference. The single time-server propagates it's time to the nodes, and all the nodes adjust the time accordingly.

    What is the difference between pendulum clock and normal clock? ›

    A pendulum clock operates on the regular swinging of its bob which is attached to a string. It makes about 2 complete swings per second. A quartz clock operates on the principle of a rapidly vibrating quartz crystal which makes about 200,000 vibrations per second.

    Why is the swinging of a pendulum in a clock a periodic change? ›

    No, swinging of the pendulum is not a non-periodic change because the motion of the pendulum is repeated at regular intervals of time. That's why the swinging of the pendulum is a periodic change.

    Why was the invention of the clock important? ›

    The invention of mechanical clocks during the Middle Ages had a profound impact on society. Prior to the development of clocks, time was often measured based on the position of the sun or by the ringing of bells. With the introduction of mechanical clocks, people could now measure time accurately and consistently.

    What is the science behind Foucault's pendulum? ›

    Wherever you put it, Foucault's Pendulum swings from a motionless point while the earth rotates beneath it. Every point of the universe is a fixed point: all you have to do is hang the Pendulum from it." Foucault's pendulum is an easy experiment demonstrating the Earth's rotation.

    How does a pendulum work scientifically? ›

    When it is pulled back and held, gravity is pulling directly toward the ground and the string is pulling up toward the pivot point. No matter what happens to the mass of the pendulum throughout the swing, gravity will always be pulling straight toward the ground and the string will keep pulling toward the pivot point.

    What is the importance of the pendulum? ›

    pendulum, body suspended from a fixed point so that it can swing back and forth under the influence of gravity. Pendulums are used to regulate the movement of clocks because the interval of time for each complete oscillation, called the period, is constant.

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