Robustness and weakness of the classical nonlinear model for circular cones at supersonic speed: New closed-forms solutions, Crossed regions, and a new theoretical lower boundary

Any analytical closed-form solution can offer a deep insight into understanding the fundamentals of the associated theory, but it is not always available at a particular time. For example, in modern compressible flow literature, Anderson 2003, the author claimed that the equation of Taylor and McCol...

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Detalles Bibliográficos
Autor principal: Ferreyra, Ricardo Tomás
Formato: conferenceObject
Lenguaje:Inglés
Publicado: 2022
Materias:
Shock wave
Conic flow
Cone
Taylor-Maccoll formulation
Acceso en línea:http://hdl.handle.net/11086/28232
Aporte de:
Repositorio Digital Universitario (UNC) de Universidad Nacional de Córdoba
id I10-R141-11086-28232
record_format dspace
institution Universidad Nacional de Córdoba
institution_str I-10
repository_str R-141
collection Repositorio Digital Universitario (UNC)
language Inglés
topic Shock wave
Conic flow
Cone
Taylor-Maccoll formulation
spellingShingle Shock wave
Conic flow
Cone
Taylor-Maccoll formulation
Ferreyra, Ricardo Tomás
Robustness and weakness of the classical nonlinear model for circular cones at supersonic speed: New closed-forms solutions, Crossed regions, and a new theoretical lower boundary
topic_facet Shock wave
Conic flow
Cone
Taylor-Maccoll formulation
description Any analytical closed-form solution can offer a deep insight into understanding the fundamentals of the associated theory, but it is not always available at a particular time. For example, in modern compressible flow literature, Anderson 2003, the author claimed that the equation of Taylor and McColl did not have closed form solution and must be solved numerically and that had been true for many years. In fact, just the numerical solution of the Taylor-Maccoll formulation, not the analytical one, has existed since 1933. In the original work, a conical body of circular cross section at zero angle of attack inside a supersonic flow and the corresponding shock wave were studied, ( Taylor & Maccoll 1933 and Stone 1948 and 1952)
format conferenceObject
author Ferreyra, Ricardo Tomás
author_facet Ferreyra, Ricardo Tomás
author_sort Ferreyra, Ricardo Tomás
title Robustness and weakness of the classical nonlinear model for circular cones at supersonic speed: New closed-forms solutions, Crossed regions, and a new theoretical lower boundary
title_short Robustness and weakness of the classical nonlinear model for circular cones at supersonic speed: New closed-forms solutions, Crossed regions, and a new theoretical lower boundary
title_full Robustness and weakness of the classical nonlinear model for circular cones at supersonic speed: New closed-forms solutions, Crossed regions, and a new theoretical lower boundary
title_fullStr Robustness and weakness of the classical nonlinear model for circular cones at supersonic speed: New closed-forms solutions, Crossed regions, and a new theoretical lower boundary
title_full_unstemmed Robustness and weakness of the classical nonlinear model for circular cones at supersonic speed: New closed-forms solutions, Crossed regions, and a new theoretical lower boundary
title_sort robustness and weakness of the classical nonlinear model for circular cones at supersonic speed: new closed-forms solutions, crossed regions, and a new theoretical lower boundary
publishDate 2022
url http://hdl.handle.net/11086/28232
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