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Titlebook: Computational Contact Mechanics; Geometrically Exact Alexander Konyukhov,Karl Schweizerhof Book 2013 Springer-Verlag Berlin Heidelberg 201

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Summary of findings and implications,ely for each contact pair. This chapter creates a basis of the geometrically exact theory of contact interactions for certain geometric pairs such as Surface-To-Surface, Curve-To-Surface and Curve-To-Curve.
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Global Dynamics of Social Policyell as including iso-geometric approach together with the Curve-To-Curve type of contact. The consistent application with an isogeometric approach for the 3.-continuum would require the iso-geometrical technique, see Hughes et.al. [70], or high order finite element techniques for shells, see Rank et.al. [153].
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https://doi.org/10.1007/978-3-031-31990-7l applications and became known as Euler-Eytelwein problem in standard books of technical mechanics see e.g. in Gross et.al. (2004), and is also known as belt or coil friction formula see e.g. in Maurer and Roark (1944), or as capstan friction problem, see e.g. in Meriam (1978).
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Differential Geometry of Surfaces and Curves,ion will be fully used further to build all contact kinematics, weak contact forms as well as linearization of operations. The reader who familiar with differential geometry can however easily skip this chapter containing an overview of the formulas from differential geometry of surfaces and curves.
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Closest Point Projection Procedure and Corresponding Curvilinear Coordinate System,ely for each contact pair. This chapter creates a basis of the geometrically exact theory of contact interactions for certain geometric pairs such as Surface-To-Surface, Curve-To-Surface and Curve-To-Curve.
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Various Aspects of Implementation of the Curve-To-Curve Contact Model,ell as including iso-geometric approach together with the Curve-To-Curve type of contact. The consistent application with an isogeometric approach for the 3.-continuum would require the iso-geometrical technique, see Hughes et.al. [70], or high order finite element techniques for shells, see Rank et.al. [153].
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,Frictional Interaction of a Spiral Rope and a Cylinder – 3D-Generalization of the Euler-Eytelwein Fl applications and became known as Euler-Eytelwein problem in standard books of technical mechanics see e.g. in Gross et.al. (2004), and is also known as belt or coil friction formula see e.g. in Maurer and Roark (1944), or as capstan friction problem, see e.g. in Meriam (1978).
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