Loading the Initial Simulation

As this tutorial is focused on providing adequate time-step resolution, the starting file contains the relevant physics continuum, a partially defined region including some constraints, essential reports, and a local coordinate system.

To load the initial simulation:
  1. Launch Simcenter STAR-CCM+.
  2. Select File > Load...
  3. In the Load Simulation dialog, click Browse...
  4. In the Open dialog, navigate to the solidStress folder of the downloaded tutorial files.
  5. Select trileafletValve_start.sim then click Open.
  6. In the Load Simulation dialog, click OK.
  7. Save the simulation as trileafletValve.sim.
  8. You can review the predefined settings by expanding the relevant nodes.
    Physics Continua
    The simulation requires a single solid physics continuum. This continuum contains the necessary models for computing solid stress on an isotropic hyperelastic polymer using the Neo-Hookean hyperelastic material laws. Nonlinear geometry is active in the continuum.

    Leaflet Region including Segments
    The starting file contains a single solid region to represent the leaflets. This single region contains a wall boundary that represents all the leaflet geometry. The region also contains two surface segments that each apply a constraint on the structure:
    • Fixed — Prevents the movement of the leaflet edge.
    • YSymmetry — Prevents the displacement of the leaflet symmetry surface in the Y direction. This ensures that the plane of symmetry on the X-Z plane of the global coordinate system is maintained.


    Reports
    To define specific properties within the simulation three different reports are provided:
    • CycleTime — calculates the cycle time as a function of the period and the simulation time.
    • Leaflet Thickness — defines the overall thickness of the leaflet material (0.4 mm) [994].
    • Period — defines the time period of one pressure cycle (0.861 seconds) [995].


    Local Coordinate System
    To define the second symmetry plane in the model, a local coordinate system has been defined. This local coordinate system is produced by rotating the global coordinate system by -30 degrees with respect to the Z axis.