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    Home»Physics»From Chaos to Choreography: Revealing the Hidden Laws of Collective Motion
    Physics

    From Chaos to Choreography: Revealing the Hidden Laws of Collective Motion

    By Sissa MedialabAugust 8, 20241 Comment6 Mins Read
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    Physics Birds Flocking Concept Art
    Researchers have demonstrated that the principles governing the movement of particles also apply to biological entities like birds and crowds. The study suggests that despite apparent differences, the transition from disorder to coordinated movement, whether through physical or topological distances, follows similar patterns across both physical and biological systems. Credit: SciTechDaily.com

    Physical and biological systems are different. But are they? A new study on JSTAT observes that similarities might be greater than we think.

    A collaborative study reveals that collective movements in biology, like flocks of birds, are governed by principles similar to those observed in particle physics. The findings highlight the underlying similarities in transition dynamics, regardless of physical or topological distances.

    A crowd or a flock of birds have different characteristics from those of atoms in a material, but when it comes to collective movement, the differences matter less than we might think. We can try to predict the behavior of humans, birds, or cells based on the same principles we use for particles. This is the finding of a new study published in the Journal of Statistical Mechanics: Theory and Experiment, JSTAT, conducted by an international team that includes the collaboration of MIT in Boston and CNRS in France.

    The study, based on the physics of materials, simulated the conditions that cause a sudden shift from a disordered state to a coordinated one in “self-propelled agents” (like biological ones).

    Distance vs Topological Relations
    Distance vs. topological relations. Credit: Material provided by the author of the paper, Julien Tailleur

    Bridging Physics and Biology in Motion

    “In a way, birds are flying atoms,” explains Julien Tailleur, from MIT Biophysics, one of the authors of the research. “It may sound strange, but indeed, one of our main findings was that the way a walking crowd moves, or a flock of birds in flight, shares many similarities with the physical systems of particles.”

    As Tailleur explains, in the field of collective movement studies, it has been assumed that there is a qualitative difference between particles (atoms and molecules) and biological elements (cells, but also entire organisms in groups). It was especially believed that the transition from one type of movement to another (for example, from chaos to an orderly flow, known as a phase transition) was completely different.

    Differences and Similarities in Movement Dynamics

    The crucial difference for physicists in this case has to do with the concept of distance. Particles moving in a space with many other particles influence each other primarily based on their mutual distance. For biological elements, however, the absolute distance is less important.

    “Take a pigeon flying in a flock: what matters to it are not so much all the closest pigeons, but those it can see.” In fact, according to the literature, among those it can see, it can only keep track of a finite number, due to its cognitive limits. The pigeon, in the physicists’ jargon, is in a “topological relationship” with other pigeons: two birds could be at quite a large physical distance, but if they are in the same visible space, they are in mutual contact and influence each other.

    Distance vs Topological Relations Traveling Bands
    Distance vs. topological relations + traveling bands. Credit: Material provided by the author of the paper, Julien Tailleur

    Unveiling the Universal Nature of Collective Movement

    It was long believed that this type of difference led to a completely different scenario for the emergence of collective motion “Our study, however, suggests that this is not a crucial difference,” continues Tailleur.

    “Obviously, if we wanted to analyze the behavior of a real bird, there are tons of other complexities that are not included in our model. Our field follows an advice attributed to Einstein, namely that if you want to understand a phenomenon, you have to make it ‘as simple as possible, but not simpler’. Not the simplest possible, but the one that removes all complexity that is not relevant to the problem. In the specific case of our study, this means that the difference that is real and exists — between physical distance and topological relationship — does not alter the nature of the transition to collective motion.”

    Magnetic Models and Biological Behaviors

    The model used by Tailleur and colleagues is inspired by the behavior of ferromagnetic materials. These materials have — as the name suggests — magnetic properties. At high temperature or low density, the spins (simplifying: the direction of the magnetic moment associated with electrons) are oriented randomly due to the large thermal fluctuations and are therefore disorderly. However, at low temperatures and high density, the interactions between the spins dominate the fluctuations and a global orientation of the spins emerges (imagining them as many aligned small compass needles).

    “My colleague Hugues Chaté realized twenty years ago that, if the spins were to move in the direction in which they point, they would order through a discontinuous phase transition, with the sudden apparition of large groups of spins moving together, much like flocks of birds in the sky,” says Tailleur.

    This is very different from what happens in a passive ferromagnet, where the emergence of order occurs gradually. Until recently, physicists believed that biology-inspired models in which particles align with their `topological neighbors’ would also experience a continuous transition. In the model used in the study, Tailleur and colleagues showed that, instead, a discontinuous transition is observed, even if the topological relationship instead of distance is used, and that this scenario should apply to all such models.

    “Within some limits, the details of how you align is irrelevant,” says Tailleur, “and our work shows that this type of transition should be generic.”

    Practical Implications and Future Prospects

    Another finding is that in the model used, stratified flows form within the larger group, which is akin to what we also observe in reality: it is rare for a mass of people to move all together in one direction; rather, we see within it the motion of finite groups, distinguishable flows that follow slightly different trajectories.

    These statistical models, based on the physics of particles, can therefore also help us understand biological collective movement, concludes Tailleur. “The road towards understanding collective motion as we see it in biology—and using it to design new materials—is still long, but we are making progress!”

    Reference: “Fluctuation-induced first order transition to collective motion” by David Martin, Gianmarco Spera, Hugues Chaté, Charlie Duclut, Cesare Nardini, Julien Tailleur and Frédéric van Wijland, 8 August 2024, Journal of Statistical Mechanics: Theory and Experiment.
    DOI: 10.1088/1742-5468/ad6428

    Mathematics Particle Physics SISSA
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    1 Comment

    1. Bao-hua ZHANG on August 8, 2024 4:06 pm

      Researchers have demonstrated that the principles governing the movement of particles also apply to biological entities like birds and crowds. The study suggests that despite apparent differences, the transition from disorder to coordinated movement, whether through physical or topological distances, follows similar patterns across both physical and biological systems.
      VERY GOOD! VERY GOOD! VERY GOOD!

      Topological spin dominates the evolution of all things in the universe.

      Based on the zero viscosity and absolute incompressibility of space, topological phase transitions occur at any point in space to form vortices, which is not difficult to understand mathematically. Once a topological spacetime vortex is formed, it will continue to rotate until it interacts with other vortices to cancel out, annihilate, or change. This is the synchronous effect of topological vortices.

      The rotation of topological vortices is spin. Spin generates gravitation. Spin generates energy. Spin generates evolution. Their interaction via synchronous effect is very interesting. Their superposition includes both logical superposition in space-time and factual superposition in reality. Their entanglement includes both surface entanglement and body entanglement. Their deflection methods are endless. In the interaction and balance of topological vortex fractal structures, spin creates everything in the world.

      The universe does not make algebra, formulas, or fractions. The universe is a superposition, deflection, and entanglement of geometric shapes, is the interaction and balance of countless topological vortex fractal structures. In these interaction and balance, the past is difficult to change. For the future, some predictable, some unpredictable. But, the present moment is real, certain, and actionable. Physics should not ignore that low dimensional topological fractal structures are the material basis of high-dimensional spacetime.

      Scientific research guided by correct theories can help humanity avoid detours, failures, and pomposity. Please witness the exemplary collaboration between theoretical physicists and experimentalists (https://scitechdaily.com/microscope-spacecrafts-most-precise-test-of-key-component-of-the-theory-of-general-relativity/#comment-854286). Some people in contemporary physics has always lived in a self righteous children’s story world. Whose values have been overturned by such a comical and ridiculous reality?

      Misguided by the pseudo-scientific theory of Physical Review Letters (PRL), many researchers do not consider the similarities and differences between geometric shapes and physical reality in physics research, but indulge in imagination, and some scholars’ physics research seriously deviates from science, and they are almost unaware of the dirtiness and ugliness. Although mathematics is the language of science, it must be understood correctly.

      I hope researchers are not fooled by the pseudoscientific theories of the Physical Review, and hope more people dare to stand up and fight against rampant pseudoscience.

      The so-called academic journals (such as Physical Review Letters, Nature, Science, etc.) firmly believe that two high-dimensional spacetime objects (such as two sets of cobalt-60) rotating in opposite directions can be transformed into two objects that mirror each other, is a typical case of pseudoscience rampant.

      Scientific research should be respected, but some people in contemporary physics are not. Please witness the actions of certain individuals and publications. If researchers are really interested in Science and Physics, you can browse https://zhuanlan.zhihu.com/p/643404671 and https://zhuanlan.zhihu.com/p/595280873.

      The Physical Review journals, encompassing both hybrid and open-access journals, features 17 peer-reviewed publications including Physical Review Letters, Physical Review X, and Reviews of Modern Physics. CP violation was published in Physics Review in 1956. All so-called peer-reviewed publications of Physical Review family are responsible for clarifying this.

      CP violation opened the dirtiest and ugliest era in the history of physics.

      Reply
    Reply To Bao-hua ZHANG Cancel Reply

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