0:00:04 | percent with it and then you to present paper entitled collective motion dynamics of that |
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0:00:09 | song connected pixels |
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0:00:11 | but offer with initial about |
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0:00:14 | i am the two |
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0:00:16 | but with a |
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0:00:18 | in this paper we study a model that describes a group of self propelled agents |
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0:00:23 | that organized which she collected motion really mechanism that results from an elasticity basic process |
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0:00:30 | motion is observed in a broad variety of biological systems |
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0:00:34 | ranging from bacteria and it's colonies burglars and fish schools |
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0:00:40 | i think there is a collective motion every strongly influenced by the makes it more |
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0:00:44 | than an extension of x my where some programs means of that in the pointing |
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0:00:49 | to align interaction depend only on the relative |
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0:00:56 | this is the emergence of motion system |
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0:01:04 | we introduce a simple two dimensional active the last sheet model were labeled agents not |
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0:01:10 | connected well in this way and inter repulsion forces it can only on the reading |
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0:01:16 | position without at exchange of radiation from |
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0:01:21 | models variation |
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0:01:23 | each agent is connected to spring like forces with neighbours which results in the total |
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0:01:28 | force |
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0:01:29 | in order to understand each agent the fastest according to the projection of a along |
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0:01:34 | its heading direction last syllable should speak |
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0:01:39 | and turns proportional to the projection of the perpendicular to a certain direction |
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0:01:44 | we do not always you of course |
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0:01:49 | results show that the three more this place it is consistent solution at the critical |
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0:01:54 | note that the which organises in the collected for the state |
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0:02:01 | i do not should be solved them in the lattice based mechanism itself really sensor |
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0:02:09 | due to the case and actually |
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0:02:16 | or explore the aspects of the active the last sheet model |
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0:02:23 | in this context in which |
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0:02:28 | section six convergence to collect emotional as sources |
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0:02:46 | we derive another condition |
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0:02:48 | for the three components of that she approximation or was that interpretation perturbation and i |
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0:03:00 | we show that the collective mode is achieved even at this is where each agent |
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0:03:06 | yes again but not propulsion sp |
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0:03:08 | your work explores a new simple and robust mechanism for achieving collective motion that would |
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0:03:17 | be a random full very biological and can be control problem is there are several |
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0:03:27 | or |
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0:03:28 | you know the position to better image |
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0:03:36 | real systems probably and she collected motion combination of the usual alignment based mechanism |
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0:03:43 | i don't novel elasticity based mechanism |
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0:03:47 | our results also suggest that that's german experiment |
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0:03:50 | based only on the collected dynamics |
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0:03:52 | role of each time interaction in specifics as |
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0:03:56 | we have |
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