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BylinesEnabling Multiphysics Solutions:
Coupled Approaches and Beyond
Multiphysics refers to the simultaneous inclusion of multiple physics fields in order to accurately predict device behavior or system response. Instances of multiphysics in industry such as airplane wing flutter, underwater shock effects on naval structures, tire hydroplaning, and so on, are not only widespread but also diverse. Developments in software technology and hardware capacity are now enabling the simulation of a comprehensive set of real-world problems taking into account the effects of a range of physics involved. We will now look at how the realistic simulation of fluid-structure interaction of FSI, a major multiphysics focus area, is being made possible by such advances in technology. Fluid structure interaction (FSI) represents the class of multiphysics where we consider the effects of fluid flow on compliant structures and their subsequent interactions. The primary fields interacting across the fluid and the structure domain are pressures and displacements, respectively. For problems where thermal effects are significant, temperature is an additional field in both the domains. In addition to these primary fields, there are secondary fields such as piezo-electric effects in the structural domain or cavitation effects in the fluid domain that indirectly contribute to the fluid-structure interaction. In Abaqus, a co-simulation technique is used to solve complex FSI analyses by coupling Abaqus to external CFD based flow solvers. In this solution scheme, Abaqus and the external CFD solver run concurrently, solving structural and fluid equations independently while exchanging converged solution quantities from the interacting fields at the interface. This approach to FSI, often called the partitioned approach, offers the most general-purpose tool for solving real-world FSI problems. Communication between Abaqus and a CFD solver is critical Independent or direct coupling?
The Direct Coupling Interface or DCI (Figure 2), on the other hand, provides users the advantage of tighter integration between Abaqus and select third-party CFD solvers, without requiring additional software components. This approach is useful when an existing FEA engineering group needs to solve certain kinds of FSI problems on its own. The first version of this direct interface, made available with the launch of Abaqus Version 6.7, provides support for AcuSolve from ACUSIM Software.
While the current focus is on FSI, it is worth noting that either approach is scalable to included multiphysics with other external physics solvers as well. Enabling the FSI analysis We will now demonstrate an FSI solution with a peristaltic pump (Figure 3) as an example. Peristaltic pumps are used in a wide array of industries requiring the pumping of clean/sterile fluids (biomedical devices) or very corrosive fluids (chemical process industries). Figure 3: A peristaltic pump works on the principle of peristalsis, where a rotor compresses a flexible hose that contains the fluid to be pumped. The compression and restitution (or relaxation) of the flexible hose causes the fluid to move. Visualizing the problem
Figure 4: Abaqus/CAE FSI Module main window, displaying peristaltic pump assembly with internal fluid representation. Defining the FSI model
Figure 5. FSI Study settings for peristaltic pump analysis using direct coupling with AcuSolve (LEFT) as the CFD code, and independent coupling (RIGHT) with STAR-CD via MpCCI. Defining interactions and properties Figure 6. Interaction settings for the peristaltic pump. The fluid structure interface is defined by selecting the Abaqus surface named HOSE-INTand the AcuSolve wall boundary named WALL. The solution quantities being exchanged are the Concentrated forces (Import) and Nodal displacements (Export). Solving the FSI problem
Figure 7. Job settings: Here, the direct coupling interface is used to couple Abaqus with AcuSolve using a fixed coupling time step of 0.01s.
Finally, the solution results can be post-processed in the Visualization module of Abaqus/CAE (Figure 8). The fluid data can be extracted in the Abaqus output database format and be viewed in conjunction with the structural results. The coupled results illustrate the pumping action of the pump.
Figure 8. Postprocessing the FSI results with the Visualization module. Here, the acuOdb tool provided by ACUSIM is used to extract the AcuSolve data.
Beyond today’s coupled solutions An example of such a problem would be the sloshing of liquid inside a tanker that is hit by an outside force (Figure 9). Tankers carrying liquids need to withstand impact loads during transportation. The liquid itself is responsible for a significant portion of the container loading and any severe deformation of the tank can lead to rupture and potential spillage. The event is highly dynamic in both the fluid and the container and there is a need to study the progressive damage and failure of the interface material as well.
Figure 9. [to be substituted for these two images are the actual impact shots showing rupture of tank wall and sloshing of liquid]. Tank containing liquid is hit by an outside force, in these images demonstrating upcoming Extended Function multiphysics capabilities in Abaqus/Explicit.
A Coupled Eulerian-Lagrangian (CEL) method is being developed in Abaqus/Explicit to handle such FSI problems. The capability uses multi-material finite element formulation to handle the structure and simple fluids behavior in a single framework, thus alleviating requirements on continuity in fluid mesh topology which is a requirement for the coupled approach. The CEL approach will be suitable for solving many interesting FSI problems in industry including tire hydroplaning, automotive air bag inflation, and liquid product dispensing. The tools for solving FSI multiphysics problems are increasing in sophistication, flexibility and usability, clearly enhancing the dialogue between structural and fluid engineers. Deciding which tool to apply to a specific problem still depends on understanding how far an analysis needs to be taken to achieve the desired results – in other words, traditional engineering insight.
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