Publikationen von PD Dr. habil. Alexander Konyukhov

Konyukhov, A.: General descriptions of follower forces derived via a geometrically exact inverse contact algorithm. Int. J. Numer. Methods Eng., 2016, DOI

Konyukhov, A.: Geometrically exact theory of contact interactions - Applications with various methods FEM and FCM. Journal of Applied Mathematics and Physics, 3(8), 1022-1031, 2015, DOI

Konyukhov, A., Lorenz, Ch., Schweizerhof, K.: Various contact approaches for the Finite Cell Method. Computational Mechanics, 56(2), 331-351, 2015, DOI

Konyukhov, A.: Contact of ropes and orthotropic rough surfaces. ZAMM, Wiley-VCH, 95(4), 406-4231, 2015, DOI

Konyukhov, A., Izi, R.: Introduction to computational contact mechanics. A geometrical approach. Wiley Series in Computational Mechanics, Wiley & Sons Ltd., 2015, ISBN 978-1-118-77065-8

Konyukhov, A., Schweizerhof, K.: On some aspects for contact with rigid surfaces: surface-to-rigid-surface and curve-to-rigid-surface algorithms. Computer Methods in Applied Mechanics and Engineering, Vol. 283, 74-105, 2015, DOI

Konyukhov, A., Schweizerhof, K.: On some aspects for contact with rigid surfaces: surface-to-rigid surface and curves-to-rigid surface algorithms. Comput. Methods Appl. Mech. Engrg., 2014, DOI

Konyukhov, A., Schweizerhof, K.: Geometrically exact theory of contact interaction - further development and achievement. Proceedings 2013 Spring World Congress on Engineering and Technology (SCET), Wuhan, China, May 31 - June 2, 2013, Open Journal of Applied Sciences, Vol. 3, Number 1B1, Curran, 2014

Zhang, L., Konyukhov, A., Choo, H., Mok., E.: Increasing the road safety of E-Bike: Design of protecting shell based on stability criteria during severe road accidents. International Conference on Electrical, Control and Automation Engineering (ECAE 2013), DEStech Publications, Inc., ISBN: 978-1-60595-148-5, 485-489, 2013 Google Books

Izi, R., Konyukhov, A., Schweizerhof, K.: Development of the large penetration scheme in covariant form for frictional problems. 20th International Conference on Computer Methods in Mechanics, Poznan, Poland 2013, Short Papers, MS14-7, 2013, ISBN 978-83-89333-51-3

Konyukhov, A.: Geometrically exact theory of contact interaction - further development and achievement. 20th International Conference on Computer Methods in Mechanics, Poznan, Poland 2013, Short Papers, MS14-1, 2013, ISBN 978-83-89333-51-3

Konyukhov, A.: Contact of ropes and orthotropic rough surfaces. ZAMM, Wiley-VCH, 2013 DOI

Izi, R., Konyukhov, A., Schweizerhof, K.: 3D Frictionless contact problems with large load-steps based on the covariant description for higher order approximation. Engineering Structures 50, 107-114, 2013

Konyukhov, A., Schweizerhof, K.: Geometrically exact theory of contact interaction - further development and achievement. Open Journal of Applied Sciences, Vol. 3 No. 1B, pp. 15-20, 2013, DOI

Konyukhov, A., Schweizerhof, K.: Frictional interaction of a spiral rope and a cylinder - 3D generalization of the Euler-Eytelwein formula considering pitch. Computational Contact Mechanics 67, 413-422, 2013

Izi, R., Konyukhov, A., Schweizerhof, K.: 3D contact problems with large load-steps based on the covariant description. Proc. of the 7th International Conference on Computational Mechanics for Spatial Structures, A. Ibrahimbegovic et. al. (eds.), 154-155, 2012

Izi, R., Konyukhov, A., Schweizerhof, K.: Large penetration algorithm for 3D frictionless contact problems based on a covariant form. Computer Methods in Applied Mechanics and Engineering, Vol. 217-220, 186-196, 2012 DOI

Konyukhov, A., Schweizerhof, K.: Geometrically exact theory for contact interactions of 1D manifolds. Algorithmic implementation with various finite element models. Computer Methods in Applied Mechanics and Engineering 205-208, pp 130-138, 2012 DOI

Metzger, A., Konyukhov, A., Schweizerhof, K.: Finite element implementation for the EULER-EYTELWEIN problem and further use in FEM simulation of common nautical knots. PAMM 11(1), 249-250, 2011 DOI

Konyukhov, A., Schweizerhof, K.: On a geometrically exact theory for contact interactions. PAMM 11(1), 929-960, 2011 DOI

Izi, R., Konyukhov, A., Schweizerhof, K.: On different variational formulations of the Nitsche method. Recent Developments and Innovative Applications in Computational Mechanics, D. Mueller-Hoeppe, S. Loehnert, S. Reese (eds.), Springer, 29-38, 2011

Konyukhov, A.: Geometrically exact theory for contact interactions. Habilitationsschrift, Karlsruhe Institute of Technology, KIT Scientific Publishing, 2011

Izi, R., Konyukhov, A., Schweizerhof, K.: Implementation of the Nitsche approach for various contact kinematics. Proc. Appl. Math. Mech. (PAMM) 10 (1), 169-170, 2010 DOI

Konyukhov, A., Schweizerhof, K.: Contact interaction inside knot connections of cables. PAMM 10(1), 177-178, 2010 DOI

Schmied, Ch., Konyukhov, A., Schweizerhof, K.: Verification of an isotropic Coulomb adhesion-friction law for contact surfaces with periodic structures. Proc. Appl. Math. Mech. (PAMM) 10 (1), 215-216, 2010 DOI

Konyukhov, A., Schweizerhof, K.: Geometrically exact covariant approach for contact between curves. Computer Methods in Applied Mechanics and Engineering, 199(37-40), 2510-2531, 2010, DOI

Konyukhov, A., Schweizerhof, K.: On a geometrically exact theory for contact interactions. In "Analysis and Simulation of Contact Problems, Lecture Notes in Applied and Computational Mechanics. F. Pfeiffer, P. Wriggers (eds.)

Izi, R., Schweizerhof, K., Konyukhov, A.: Stability of thin-walled structures strongly coupled with contact. Proc. Appl. Math. Mech. (PAMM) 9, 257-258, 2009 DOI

Konyukhov, A., Schweizerhof, K., Allert, B.: Isogeometrical approach for cable type structures allowing large sliding contact. Proc. Appl. Math. Mech. (PAMM) 9 (1), 713-714, 2009 DOI

Konyukhov, A., Schweizerhof, K.: Incorporation of contact for high order FEM in covariant form. Computer Methods Appl. Math. Mech. Eng., 198(13-14), 1213-1223, 2009 DOI

Konyukhov, A., Schweizerhof, K.: Geometrical covariant approach for contact between curves representing beam and cable type structures. Proc. Appl. Math. Mech. (PAMM) 8(1), 10299-10300, 2008 DOI

Konyukhov, A., Schweizerhof, K.: On the solvability of closest point projection procedures in contact analysis: analysis and solution strategy for arbitrary surface approximation. Computer Methods Appl. Math. Mech. Eng. 197(33-40), 3045-3056, 2008 DOI

Konyukhov, A., Vielsack, P., Schweizerhof, K.: On coupled models of anisotropic contact surfaces and their experimental validation. Wear 264(7-8), 579-588, 2008 DOI

Konyukhov, A., Schweizerhof, K.: Closest point projection in contact mechanics: existence and uniqueness for different types of surfaces. Proc. Appl. Math. Mech. (PAMM) 7(1), 4040053-4040054, 2007 DOI

Konyukhov, A., Schweizerhof, K.: Symmetrization of various friction models based on a an augmented Lagrangian approach. In IUTAM Symposium on "Computational Contact Mechanics", U. Nackenhorst, P. Wriggers (eds.), 97-111, IUTAM Bookseries, Springer, 2007

Konyukhov, A., Schweizerhof, K.: On a continuous transfer of history variables for frictional contact problems based on interpretations of covariant derivatives as a parallel translation. In IUTAM Symposium "Multiscale Problems in Multibody System Contacts", P. Eberhard (ed.), 95-101, IUTAM Bookseries, Springer, 2007

Konyukhov, A., Schweizerhof, K.: High order FEM and covariant description for contact problems. Proc. Appl. Math. Mech. (PAMM) 6, 225-226, 2006 DOI

Konyukhov, A., Schweizerhof, K.: On a geometrical approach in contact mechanics. In "Analysis and Simulation of Contact Problems", P. Wriggers, U. Nackenhorst (eds.), Lecture Notes in Applied and Numerical Mechanics, Series Editors Pfeiffer, Springer, Vol. 27, 23-30, 2006

Konyukhov, A., Schweizerhof, K.: Covariant description of contact interfaces considering anisotropy for adhesion and friction. Part 1. Formulation and analysis of the computational model. Computer Methods Appl. Mech. Eng. 196(1-3), 103-107, 2006 DOI PDF

Konyukhov, A., Schweizerhof, K.: Covariant description of contact interfaces considering anisotropy for adhesion and friction. Part 2. Linearization, finite element implementation and numerical analysis of the model. Computer Methods Appl. Mech. Eng. 196(1-3), 289-303, 2006 DOI PDF

Konyukhov, A., Schweizerhof, K.: A special focus on 2D formulatoins for contact problems using a covariant description. Int. Journal for Numerial Methods in Engineering 66(9), 1432-1465, 2006 DOI PDF

Konyukhov, A., Schweizerhof, K.: Modeling of anisotropic surfaces within a covariant description. Proc. Appl. Math. Mech. (PAMM) 5(1), 421-422, 2005 DOI

Müller, I., Konyukhov, A., Vielsack, P., Schweizerhof, K.: Parameter estimation for finite element analysis of stationary oscillations of a vibro-impacting system. Engineering Structures 27(2), 191-201, 2005 DOI

Harnau, M., Konyukhov, A., Schweizerhof, K.: Algorithmic aspects in large deformation contact analysis using "solid-shell" elements. Computers and Structures 83(21-22), 1804-1823, 2005 DOI PDF

Konyukhov, A., Schweizerhof, K.: Covariant description for frictional contact problems. Computational Mechanics 35(3), 190-213, 2005 DOI PDF

Konyukhov, A., Schweizerhof, K.: Large deformation frictional contact formulation based on velocity description. Proc. Appl. Math. Mech. (PAMM) 4, 334-335, 2004 DOI

Konyukhov, A., Schweizerhof, K.: Contact formulation via a velicity description allowing efficiency improvements in frictionless contact analysis. Computational Mechanics 33(3), 165-173, 2004 DOI PDF

Müller, I., Schmieg, H., Vielsack, P., Schweizerhof, K., Konyukhov, A.: Experimentelle und numerische Untersuchung delaminierter Strukturen zur schwingungsbasierten Schadenidentifikation. VDI-Berichte 1825, 157-176, 2004

Konyukhov, A., Schweizerhof, K.: Description for smooth contact conditions based on the internal geometry of the contact surfaces. Proc. Appl. Math. Mech. (PAMM) 3(1), 290-291, 2003 DOI