- Date: March 14, 2017
- By: ESRD Admin
- Categories: Model Inputs
StressCheck uses Parasolid as its native CAD kernel. The native format is .x_t, or the Parasolid Transmit format.
Read More
- Date: March 14, 2017
- By: ESRD Admin
- Categories: Model Inputs
With the release of StressCheck v11, StressCheck Professional can natively import Parasolid files of versions ranging 9.0 to 31.1.188. Other CAD formats require licensed translators.
Read More
In many cases, CAD geometry may be imported in an undesired location/orientation, and the geometry needs to be moved to a new location/orientation for your StressCheck analysis.
Read More
In StressCheck, Triangle (3-sided) elements and Quadrilateral (4-sided) elements are available for meshing geometric surfaces and curves for subsequent engineering simulations. The following are the requirements (and limitations) for using Triangle and/or Quadrilateral elements in Planar, Extrude, Axisymmetric and 3D analyses.
Read More
When using the "Create" action in the Geometry or Mesh tab, there are multiple ways to create new objects:
Read More
In certain situations, an error message may appear when attempting to perform a geometric operation (e.g. Boolean-Union) or when attempting to delete an existing geometric object/body. The error message may appear similar to the following:
Read More
In general the range when entering Offset, P1 (Min/Max) and P2 (Min/Max) inputs for object generation, or object boundary extractions in the Points tab, is typically normalized to [0,1]. However for some geometries, such as spheres, cylinders and cones, the P1 (Min/Max) and/or P2 (Min/Max) inputs may be conveniently entered in degrees.
Read More
Both DeLast and Undo commands remove previously successful operations from StressCheck sessions. However, there are important differences as they relate to the model.
Read More
StressCheck supports the use of certain intrinsic functions and mathematical expressions (FORTRAN or Mathematica conventions) when defining parameters and/or formulae. For example, "sin(x)" for sine(x), where "x" is a user input in radians.
Read More
In certain instances, it is necessary to use rounding functions to augment parameter or formula values. In these cases, use the intrinsic function "mod(x;y)" to round to the nearest integer value.
Read More