12 citations · 35 across the 6 of their papers we have counts for
7 papers
Geometrically Parametrised Reduced Order Models for the Study of Hysteresis of the Coanda Effect in Finite Element-based Incompressible Fluid Dynamics
J. R. Bravo, G. Stabile, M. Hess +3
This article presents a general reduced order model (ROM) framework for addressing fluid dynamics problems involving time-dependent geometric parametrisations. The framework integr…
A two-scale FEM-BAM approach for fingerpad friction under electroadhesion
Fabian Forsbach, Markus Heß, Antonio Papangelo
The complex physics behind electroadhesion-based tactile displays poses an enormous modeling challenge since not only the fingerpad structure with multiple nonlinear layers, but al…
Tangential contacts of three-dimensional power-law graded elastic solids: A general theory and application to partial slip
Markus Heß, Qiang Li
A rigorous theory for solving tangential contacts between three-dimensional power-law graded elastic solids of arbitrary geometry is presented. For multiple contacts such as those…
Indentation of concave power law profiles with arbitrary exponents
Valentin L. Popov, Markus Heß, Emanuel Willert +1
We study analytically and numerically the process of indentation of cylindrical rigid indenter with concave face in form of a power-law function. In the well-known case of a parabo…
Voltage induced friction in a contact of a finger and a touchscreen with a thin dielectric coating
Valentin L. Popov, Markus Hess
We show that application of voltage between two electrically conducting bodies separated by a thin dielectric layer is equivalent to an adhesive contact with an effective separatio…
A simple but precise method for solving axisymmetric contact problems involving elastically graded materials
Markus Heß
An efficient method is presented for solving axisymmetric, frictionless contact problems between a rigid punch and an elastically non-homogeneous, power-law graded half-space. Prov…
General procedure for solution of contact problems under dynamic normal and tangential loading based on the known solution of normal contact problem
Valentin L. Popov, Roman Pohrt, Markus Heß
In the present paper we show that the normal contact problem between two elastic bodies in the halfspace approximation can always be transformed to an equivalent problem of the ind…