Adrien

Created by: acrovato

Context

This PR brings three new features:

• mesh data structure and I/O classes in tbox have been reworked
• VTK is now decoupled from tbox (cfr. issue #25)
• waves is now partially integrated with Shippable for CI purposes

Test

Built and tested on gaston. Results have been added to testsuite.txt

flow/case/config.py

@@ -9,17 +9,18 @@ from fwk.wutils import parseargs
 def getParam():
     args = parseargs()
     p = {}
-    # Input
+    # Input/Output
     p['File'] = '../models/n0012.geo' # Input file containing the model
     p['Pars'] = {'xLength' : 5, 'yLength' : 5, 'sEleFar' : 1.0, 'sEleAirfTE' : 0.01, 'sEleAirfLE' : 0.005} # Parameters for input file model
     p['Dim'] = 2 # Problem dimension
+    p['Format'] = 'vtk' # Save format (vtk or gmsh)
     # Markers
     p['Fluid'] = 'field' # Name of physical group containing the fluid
     p['Farfield'] = ['upstream', 'side', 'downstream'] # Name of physical group containing the farfield boundaries (downstream should be last element)
     p['Symmetry'] = [] # Name of physical group containing the symmetry boundaries (none for 2D)
-    p['Slip'] = 'airfoil' # Name of physical group containing the (solid) slip boundary
+    p['Body'] = 'airfoil' # Name of physical group containing the (solid) body boundary
     p['Wake'] = 'wake' # Name of physical group containing the wake
-    p['Te'] =  'te' # Name of physical group containing the trailing edge
+    p['Te'] =  'te' # Name of physical group containing the trailing edge (none for 3D)
     p['wakeTip'] = [] # Name of physical group containing the edge of the wake (none for 2D)
     p['TeTip'] = [] # Name of physical group containing the edge of the wake and the trailing edge (none for 2D)
     # Freestream
@@ -28,7 +29,7 @@ def getParam():
     p['AoA_end'] = 3. # Freestream angle of attack (end)
     p['AoA_step'] = 1. # Freestream angle of attack (step)
     # Geometry
-    p['S_ref'] = 1. # Reference surface length
+    p['S_ref'] = 1. # Reference surface length (c_ref for 2D)
     p['c_ref'] = 1. # Reference chord length
     p['x_ref'] = 0.25 # Reference point for moment computation (x)
     p['y_ref'] = 0. # Reference point for moment computation (y)