Construction of the Frenet-Serret frame of a curve in 4D Galilean space and some applications
, 2010 In this work, first, we construct Frenet-Serret frame of a curve in the Galilean 4-space. As a result of this, we obtain the mentioned curve's Frenet-Serret equations.
Yilmaz, Suha
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Γενίκευσις των τύπων των Frenet-Serret
, 1970 Το άρθρο αυτό ασχολείται με τους γεωμετρικούς τύπους καμπυλότητας Frenet-Serret.
Βαρελάς, Γεώργιος Δ.
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Käyrien differentiaaligeometriaa : Frenet–Serret-yhtälöiden johtaminen [PDF]
Differentiaaligeometriassa käsitellään euklidisen avaruuden käyriä ja pintoja. Tässä työssä keskitytään differentiaaligeometrian teorian alkupäähän käsittelemällä käyriä kolmessa ulottuvuudessa havainnollistamaan differentiaaligeometrialle keskeiset ...
Makkonen, Tommi
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Descripción del movimiento humano basado en el marco de Frenet Serret y datos tipo MOCAP [PDF]
, 2021 Classify human movement has become a technological necessity, where defining the position of a subject requires identifying the trajectory of the limbs and trunk of the body, having the ability to differentiate this position from other subjects or ...
Valencia-Aguirre, Juliana +2 more
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A Ribbon Model for Nematic Polymer Networks. [PDF]
J Elast, 2023 Singh H, Virga EG.
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Predicting the risk of rupture for vertebral aneurysm based on geometric features of blood vessels. [PDF]
R Soc Open Sci, 2021 Li S +5 more
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Frenet-Serret formalism for null world lines
, 2006 The Frenet-Serret curve analysis is extended from nonnull to null trajectories in a generic spacetime using the Newman-Penrose formalism, recovering old results which are not well known and clarifying the associated Fermi-Walker transport which has been ...
Jantzen RT, Geralico A, Bini D
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Cálculo del aparato de Frenet Serret de curvas dadas por la intersección de dos Superficies Implícitas en R3 utilizando el software Wolfram Mathematica v.11.2 [PDF]
, 2019 Most elementary Differential Geometry texts address the study of Frenet-Serret apparatus of spatial curves from a parameterization thereof. However, it is possible to calculate the Frenet-Serret apparatus of given spatial curves as the intersection of ...
Jiménez Sainz, Judit +2 more
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New Dimension in Magnetism and Superconductivity: 3D and Curvilinear Nanoarchitectures. [PDF]
Adv Mater, 2022 Makarov D +5 more
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The Frenet-Serret description of Born rigidity and its application to the Dirac equation
, 2020 The role played by non-inertial frames in physics is one of the most interesting subjects that we can study when dealing with a physical theory. This is especially true for special relativity and the Dirac theory In the case of special relativity, a ...
J.B. Formiga
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