Flow Birefringence of Viscoelastic Fluids

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概要

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• The flow birefringence of the Rivlin-Ericksen viscoelastic fluid and of Noll's simple fluid is theoretically investigated. The Maxwell-Lorentz field equations, the mechanical field equations and the constitutive equations are reduced to simplfied ones in the weak limit of the electromagnetic plane wave. In this limit the stress tensor and the index tensor are expressed as functions or functionals depending on the mechanical state-variables. The birefringences and the extintion angles in Couette flow are formulated as functions of the shearing-rate. These formulae are identical with Kuhn and Kuhn's necklace model theory. Thus the two viscoelastic fluids correspond to a suspention of linear molecules whose valency-angle is freely movable.

• 社団法人日本物理学会の論文
• 1966-06-05

著者

• Tokuoka Tatsuo

  Department Of Aeronautical Engineering Faculty Of Engineering Kyoto University

• Tokuoka T.

  Department of Aeronautical Engineering, Faculty of Engineering, Kyoto University

関連論文

• A Mathematical Theory of Birefringence of Viscoelastic Media
• Gravitational Waves of Second Order for Scalar-Tensor Field
• Flow Birefringence of Viscoelastic Fluids
• Spherically Symmetric Centripetal Electromagnetic Wave in General Relativity
• Hypo-Elastic Dielectrics. : I. Constitutive Equations
• Gravitational Waves of Second Order in Empty Space
• Interaction of Electromagnetic and Gravitational Waves in the Weak and Short Wave Limit
• Optical Yield and Birefringence of Perfectly Plastic Dielectrics
• Singular Surfaces in Liquid Helium II
• Hypo-Elastic Dielectrics. : II. Birefringence in Simple Shear
• Gravitational Waves of Third and Higher Order
• Plastic Dielectrics with Gnenral Work-Hardening

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