Mean size of stripes as a function of <i>α</i>.

Mean size of stripes as a function of <i>α</i>.

<p>The size of a stripes is defined as the number of pedestrians belonging to that stripe. The mean size of a stripe increases with the increase of crossing angle. The error-bars indicate the corresponding standard errors of mean.</p> <p>(EPS)</p>

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التفاصيل البيبلوغرافية
المؤلف الرئيسي:	Pratik Mullick (12851011) (author)
مؤلفون آخرون:	Sylvain Fontaine (12851014) (author), Cécile Appert-Rolland (178393) (author), Anne-Hélène Olivier (6031328) (author), William H. Warren (11638624) (author), Julien Pettré (178388) (author)
منشور في:	2022
الموضوعات:	Biophysics Cell Biology Sociology Developmental Biology Environmental Sciences not elsewhere classified Biological Sciences not elsewhere classified Mathematical Sciences not elsewhere classified Chemical Sciences not elsewhere classified Physical Sciences not elsewhere classified findings thus support commonly observed moving 90 °, diagonal 180 °, alternating measure local properties local pedestrian interactions estimate global properties invariant remain unclear div >< p analyzing striped patterns 180 °, whereas stripe &# 8217 two groups cross crossing angle increases two groups properties depend pedestrians cross pedestrian data geometric properties emergent patterns &# 8216 two streams stripe spacing small groups stripes increases wide range theoretical reasons striped pattern seven angles pedestrians reveals opposite directions matching technique invariant property gabor function dynamically squeezed cutting algorithm crossing flows crossing angles crossing angle computational models clear case also observe allows us 30 ° 19 participants
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