Laminar unsteady flow around a cylinder 
Natural convection inside a cylindrical annulus (laminar, steady state) 
Examples 
EasyCFD_G 4.1.9 
Numerical Calculation of Fluid Flow and Heat Transfer in 2D and 3D axisymmetric domains

Turbulent flow around a NACA 2412 airfloil 
Lift coefficient versus incidence angle. Reynolds = 3.2E6. 
Detail of the grid generated around the cylinder 
Temperature contours and velocity vectorial field. Second solution from bifurcation, showing two vortices (c.f. Tutorial video). 
Conjugate heat transfer (laminar, unsteady) 
Problem definition: 
Problem definition. 
Problem definition for time instant = 0s : 
Problem definition : 
Temperature contours along and velocity vectorial field. Time instant = 6.0 s. 
Vortex shedding 
Tutorial Movies: 
Tutorial Movies: 
Tutorial Movies: 
Tutorial Movies: 
Structured generalised mesh over a vehicle 
Streamlines and velocity contours for the flow over a vehicle 
Turbulent flow over a car shape 
Below you´ll find some examples of EasyCFD_G calculations. The provided tutorial movies are the best way to learn how to work with EasyCFD_G. They show you all the steps for the problem definition, calculation and postprocessing for theses examples. Please consider meshes used in these examples and the surrounding domain dimensions (cylinder and Naca cases) are not optimized.
Visualization movies and tutorial movies are encoded in XviD MPEG4 Codec. If you are not able to see these movies, you can download the XviD MPEG4 Codec here. 
This example concerns the laminar flow around a cylinder, at Re=3.7E3. The tutorial shows the steps for geometry construction, imposition of boundary conditions, solver and post. The visualization movie is an animation showing the development of the von Karman street (vortex shedding). 
This example illustrates the calculation of turbulent flow over a NACA 2412 airfoil, at Re=3.2E6. Besides the usual features, the tutorials show the geometry import from a text file containing the x and y coordinates of several points along the profile. From this initial geometry configuration, a rotation is then applied to the desired incidence angle. 
This example illustrates the calculation of a laminar natural convection flow inside a concentric annulus, for Pr=0.7 and Gr=5.0E4. This problem is characterized by a bifurcation, corresponding to the existence of 2 solutions (documented in the literature). The tutorial shows how to obtain each of these solutions. 
This is a problem of conjugate heat transfer, where both solid conduction and fluid convection are solved simultaneously. A fluid core is surrounded by two blocks of different materials (copper and steel). At the initial time instant, the fluid is at uniform temperature of 20ºC, while the copper and the steel blocks are at 15ºC and 30ºC, respectively. The outer boundaries are adiabatic. The problem is solved for the time evolution of this system. 
This is an example of a turbulent flow calculation flow around a vehicle 
Pulsatile Flow Inside a Symmetric Channel with Wavy Walls 
This example illustrates the utilization of TableFunctions to assign boundary values. The inlet/outlet flow velocity is time dependent, corresponding to a cycle which includes flow reversal. 
Inlet Reynolds number as a function of time. 
Main geometrical parameter. Cf. EasyCFD_G user´s manual for the complete problem characterization. 
Visualization Movie 
Visualization Movie 
Visualization Movie 
UType Structured Mesh 
CType Structured Mesh 
Split Structured Mesh 
Meshing Capabilities 
Unstructured Mesh 