The inclusion of elastic or other types of rigid flows will be considered in further work.
In particular, the performance of CSMA/ECA for rigid flows, elastic flows, and a combination of both is assessed by means of simulation in [19].
This is because depends on many nonlinear relations between the number and characteristics of the active traffic flows (e.g., refer to [29] to see how the 802.11 behaves with both elastic and rigid flows).
The effectiveness of proposed Sharp-ISFEM is validated by several benchmarking problems, including: fixed rigid body, flow over square cylinder; moving rigid body, flow induced by 2D hovering wing; large deformed solid, a beam with large deformation induced by flow; 3D deformable solid-fluid interaction, and lid-driven cavity flow with a rubber wall.
However, it does pose issues regarding processing efficiency, rigid data flow, and low-level abstraction.
A rigid viscoplastic flow-type formulation was adopted, valid for both hot and cold processes.
The focus of the present work is on the development of a versatile numerical technique that is able to consider deformable cells and rigid bodies flowing in three-dimensional arbitrarily complex geometries over a diverse range of scenarios.
The study reveals that it is possible to control instabilities in interface dominated rigid channel flows by designing the walls of the channel as hydrophobic/rough/porous or undulated surfaces as these can be modeled as one with slip at the substrates.
On the other hand, since integrin-mediated bonding is rather rigid, the flow-induced displacement (strain) of integrins may be much less than that of HSPGs, implying less mechanotransduction through integrins than HSPGs.
In total, four different approaches were used: FSI-transient, FSI-steady flow, rigid walls-transient and rigid walls-steady flow.
