An explicit is solved by calculating results in small time increments or time steps. The size of the time step depends
on many factors but is automatically calculated by Radioss.
Composite materials consist of two or more materials combined each other. Most composites consist
of two materials, binder (matrix) and reinforcement. Reinforcements come in three forms, particulate,
discontinuous fiber, and continuous fiber.
When rupture is modeled and elements are expected to fail, it is important to deal with failed elements defined either
as a main segment, or as secondary nodes.
Optimization in Radioss was introduced in version 13.0. It is implemented by invoking the optimization capabilities of
OptiStruct and simultaneously using the Radioss solver for analysis.
The use of mass scaling (/DT/NODA/CST) may lead to a mass instability. As a
node penetrates, its global stiffness increases (the instantaneous interface
stiffness, Kt is added); therefore,
its nodal time step decreases. In order to match the minimum time step, Radioss adds the needed mass to the node. Unfortunately, this
added mass increases the kinetic energy and the penetration gets bigger.
Unless the interface is able to stop the penetration, the added mass (due to mass scaling) will
keep on getting bigger and bigger. Therefore, the computation is likely to stop,
since the mass variation may get huge very quickly (few cycles). If this is the
case, the interface should be modified:
Gap should be increased
Initial stiffness can be increased
Mesh should be modified to be refined and uniform in the contact zone