Highly non linear and dynamic analyses, including short time high magnitude impact such as crash, drop, ballistics and detonations, failure and crack propagation.

Non linearity of these simulations is due to change of state in contact, material or structural stiffness.

Model solved numerically using FE method and explicit time scheme.
 

Linear and non linear static or dynamic analyses. Including static loads as pressure, non linear load distribution, fatigue, buckling, or dynamic including normal modes, frequency response such as vibration, earth quake etc.

Model solved numerically using FE method and normal modes or implicit time scheme. 

Fluid flow and heat transfer problems.

Used for finding drag and lift coefficients, efficiency of heat exchangers and heat sinks,  fluid structure interaction in biological tissues, thermal-structural coupling, particle based smoke analysis and more.

incorporation of both laminar and turbulent flows using turbulence models such as the more traditional k-e , k-w, SST, up to more complex such as LES.

The numerical model solves the Navier-Stockes equations using the finite volume or finite difference methods.

Solving rigid body motion of multiple part assemblies to find mechanism accuracy and timing, contact and reaction forces, spring and dumpers optimization and more.

Using scripts and coupling between structural or fluid solver to optimize performance of single or several parts.

The numerical method is a combination between rigid body dynamics and FE method for the contact forces definition, which saves time for very large assemblies.