1. Reference problem

1.1. Geometry

The geometry of the problem is that of a cube with side 200 and whose faces are called \(\mathit{Face1}\), \(\mathit{Face2}\), \(\mathit{Face3}\), \(\mathit{Face4}\), \(\mathit{Face5}\) and \(\mathit{Face6}\).

1.2. Material properties

It is an isotropic linear elastic material with Young’s modulus \(1.\) and Poisson’s ratio \(0.3\).

1.3. Boundary conditions and loads

The cube is embedded on its side \(\mathit{Face1}\) while all the others are subject to fluid pressure.

1.4. Initial conditions

The initial conditions are free of any displacement and constraints.