List of Simulation Samples
Solid and Structural Mechanics Samples
Plane stress in a symmetric section representing a circular tube subjected to an internal pressure.
Fluid dynamics Sample
Typical benchmark problem of a confined fluid in a rectangular domain:
Incompressible flow
Non-slip condition in all walls of the domain except to top wall with a horizontal velocity constraint.
Typical benchmark problem of a confined fluid in a rectangular domain:
Incompressible flow
Non-slip condition in all walls of the domain.
Left vertical flow set with high temperature
Right vertical flow set with low temperature
Typical benchmark problem of an unconfined fluid over a circular cylinder:
Incompressible flow
Non-slip condition in the wall of the circular cylinder
Symmetry conditions in the upper and lower walls of the domain.
Exit conditions in the right wall of the domain.
Inflow conditions in the left wall of the domain.
Typical benchmark problem of a confined fluid under mixed convection (forced convection and natural convection):
Incompressible flow.
Non-slip condition in the walls of the channel.
Fluid entering the channel from the bottom and moving upwards.
Gravitational force acting downwards (Aiding buoyancy).
Input fluid at low temperature.
Right wall at high temperature.
Left wall at low temperature.
Flow reversal at the end of the vertical channel.
Typical benchmark problem of an fluid confined in a cube-shape domain (3D):
Incompressible flow
Non-slip condition in all walls of the domain except to the top wall with a horizontal velocity constraint.
Flow past circular cylindr, non-isothermal flow
Typical benchmark problem of an unconfined fluid over a circular cylinder at high temperature:
Incompressible flow
Non-slip condition in the wall of the circular cylinder
Symmetry conditions in the upper and lower walls of the domain.
Exit conditions in the right wall of the domain.
Inflow conditions in the left wall of the domain.
Input fluid at ambient temperature
Cylinder at high temperature
Contact: hector.redal@gmail.com