{"675419":{"#nid":"675419","#data":{"type":"event","title":"PhD Defense by Wesley Toler","body":[{"value":"\u003Cp\u003E\u0026nbsp;\u003Cimg src=\u0022data:image\/png;base64,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\u0022 width=\u0022459\u0022 height=\u0022133\u0022\u003E\u003C\/p\u003E\u003Cp\u003E\u003Cstrong\u003ESchool of Physics Thesis Dissertation Defense\u003C\/strong\u003E\u003C\/p\u003E\u003Cp\u003E\u0026nbsp;\u003C\/p\u003E\u003Cp\u003E\u003Cstrong\u003EPresenter\u003C\/strong\u003E:\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp; Wesley Toler\u003C\/p\u003E\u003Cp\u003E\u003Cstrong\u003ETitle\u003C\/strong\u003E:\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp; Using exact coherent structures to describe the dynamics and statistics of intermittent Taylor-Couette flow\u003C\/p\u003E\u003Cp\u003E\u003Cstrong\u003EDate\u003C\/strong\u003E:\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp; Thursday, July 25, 2024\u003C\/p\u003E\u003Cp\u003E\u003Cstrong\u003ETime\u003C\/strong\u003E:\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp; 1:00 p.m. \u0026nbsp;\u0026nbsp;\u003C\/p\u003E\u003Cp\u003E\u003Cstrong\u003ELocation\u003C\/strong\u003E:\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp; Howey Physics Building, N201\/202\u003C\/p\u003E\u003Cp\u003E\u003Cstrong\u003EVirtual Link\u003C\/strong\u003E:\u0026nbsp;\u0026nbsp;\u0026nbsp;\u0026nbsp; \u003Ca href=\u0022https:\/\/tinyurl.com\/28a5sprp\u0022\u003Ehttps:\/\/tinyurl.com\/28a5sprp\u003C\/a\u003E\u003C\/p\u003E\u003Cp\u003E\u0026nbsp;\u003C\/p\u003E\u003Cp\u003E\u0026nbsp;\u003C\/p\u003E\u003Cp\u003E\u003Cstrong\u003ECommittee members\u003C\/strong\u003E:\u0026nbsp;\u003C\/p\u003E\u003Cp\u003EDr.\u0026nbsp;Michael Schatz, School of Physics, Georgia Institute of Technology (advisor)\u003C\/p\u003E\u003Cp\u003EDr. Predrag Cvitanovi\u0107, School of Physics, Georgia Institute of Technology\u0026nbsp;\u003C\/p\u003E\u003Cp\u003EDr. Ari Glezer, George W. Woodruff School of Mechanical Engineering, Georgia Institute of Technology \u0026nbsp;\u003C\/p\u003E\u003Cp\u003EDr.\u0026nbsp;Roman Grigoriev, School of Physics, Georgia Institute of Technology\u0026nbsp;\u003C\/p\u003E\u003Cp\u003EDr. Kurt Weisenfeld, School of\u0026nbsp;Physics, Georgia Institute of Technology\u003C\/p\u003E\u003Cp\u003E\u0026nbsp;\u003C\/p\u003E\u003Cp\u003E\u003Cstrong\u003EAbstract\u003C\/strong\u003E:\u0026nbsp;\u003C\/p\u003E\u003Cp\u003EA dynamical systems approach to understanding turbulence suggests that the complicated motion of the turbulent flow is shaped by special solutions to the Navier-Stokes equations known as exact coherent structures (ECSs). In this picture, turbulent flow co-evolves with, or \u0022shadows\u0022, one such solution for a time; then a different ECS; and so on. This qualitative picture has recently been confirmed quantitatively at certain Reynolds numbers in experimental turbulent Taylor-Couette flow. Here we apply a similar methodology to an experimental Taylor-Couette flow that has the property of intermittency, wherein the flow exhibits a high degree of regularity for certain intervals punctuated at other times by significant increase in spatial and temporal variation of the flow. A collection of ECSs is found that describes the behavior of the flow for almost the entire duration of the flow, in both experimental and numerical investigations, for both quiescent and active behaviors of the flow. It is also demonstrated that the transition of flow behavior between quiescent and active regions is mediated by a specific ECS that connects both regions. Finally, observables of the flow are shown to be well-represented by weighted averages of ECS observables, thereby demonstrating the connection between dynamical shadowing of ECSs and average observables in a 3-dimensional experimental flow.\u003C\/p\u003E\u003Cp\u003E\u0026nbsp;\u003C\/p\u003E","summary":"","format":"limited_html"}],"field_subtitle":"","field_summary":[{"value":"\u003Cp\u003EUsing exact coherent structures to describe the dynamics and statistics of intermittent Taylor-Couette flow\u003C\/p\u003E","format":"limited_html"}],"field_summary_sentence":[{"value":"Using exact coherent structures to describe the dynamics and statistics of intermittent Taylor-Couette flow"}],"uid":"27707","created_gmt":"2024-07-10 13:47:47","changed_gmt":"2024-07-10 13:48:14","author":"Tatianna Richardson","boilerplate_text":"","field_publication":"","field_article_url":"","field_event_time":{"event_time_start":"2024-07-25T13:00:00-04:00","event_time_end":"2024-07-25T15:00:00-04:00","event_time_end_last":"2024-07-25T15:00:00-04:00","gmt_time_start":"2024-07-25 17:00:00","gmt_time_end":"2024-07-25 19:00:00","gmt_time_end_last":"2024-07-25 19:00:00","rrule":null,"timezone":"America\/New_York"},"location":"Howey Physics Building, N201\/202","extras":[],"groups":[{"id":"221981","name":"Graduate Studies"}],"categories":[],"keywords":[{"id":"100811","name":"Phd Defense"}],"core_research_areas":[],"news_room_topics":[],"event_categories":[{"id":"1788","name":"Other\/Miscellaneous"}],"invited_audience":[{"id":"78771","name":"Public"}],"affiliations":[],"classification":[],"areas_of_expertise":[],"news_and_recent_appearances":[],"phone":[],"contact":[],"email":[],"slides":[],"orientation":[],"userdata":""}}}