Finite deformation contact of flexible solids
embedded in fluid flows occurs in a wide range of engineering
scenarios. We offer a novel three-dimensional
finite element approach in order to tackle this problem
class. The proposed method consists of a dual mortar
contact formulation, which is algorithmically integrated
into an eXtended finite element method (XFEM) fluidstructure
interaction approach. The combined XFEM
fluid-structure-contact interaction method (FSCI) allows
to compute contact of arbitrarily moving and deforming
structures embedded in an arbitrary flow field.
In this paper, the fluid is described by instationary incompressible
Navier-Stokes equations. An exact fluidstructure
interface representation permits to capture
flow patterns around contacting structures very accurately
as well as to simulate dry contact between structures.
No restrictions arise for the structural and the
contact formulation. We derive a linearized monolithic
system of equations, which contains the fluid formulation,
the structural formulation, the contact formulation
as well as the coupling conditions at the fluidstructure
interface. The linearized system may be solved
either by partitioned or by monolithic fluid-structure
coupling algorithms. Two numerical examples are presented
to illustrate the capability of the proposed fluidstructure-
contact interaction approach.
«
Finite deformation contact of flexible solids
embedded in fluid flows occurs in a wide range of engineering
scenarios. We offer a novel three-dimensional
finite element approach in order to tackle this problem
class. The proposed method consists of a dual mortar
contact formulation, which is algorithmically integrated
into an eXtended finite element method (XFEM) fluidstructure
interaction approach. The combined XFEM
fluid-structure-contact interaction method (FSCI) allows
to compute co...
»