Supports: Support type data |
The support type data define the geometry and physical properties of the support cylinders.
Can be either linear or nonlinear. For linear stiffness, enter a single stiffness value that is the reaction force per unit depth of penetration. For nonlinear stiffness, use variable data to define a table of reaction force against depth of penetration.
The shear stiffness is used by the friction calculation. A value of 0 disables friction. A value of ~ tells OrcaFlex to use the value for normal stiffness: if the normal stiffness is nonlinear, then the value corresponding to zero penetration is used.
In order to enable friction for this contact, you must enter values on the friction coefficients data form.
The support cylinders define the axial and normal friction directions: axial friction resists sliding motion along a support cylinder axis, while normal friction resists sliding motion that would drag a line over or around a support.
The contact diameter of the support cylinders. Circles of this diameter will be drawn at the cylinder ends if draw ends in wire frame view is selected.
Support cylinder geometry takes one of the following forms:
The following figures illustrate the possible support geometry options.
Figure: | An example flat support. |
Figure: | An example V-shaped support. |
Figure: | An example U-shaped support. |
Figure: | An example user-specified support. |
The length of the support cylinder.
The length of the support cylinders.
The angle between the support cylinders' axes and the support $y$-axis.
The length of the horizontal support cylinder in the support $y$-axis direction. This defines the separation, in the support $y$-axis direction, between the $z$-axes of the two vertical cylinders.
The length of the vertical support cylinders in the support $z$-axis direction.
For each segment in the table, length defines the length of the cylinder and the point at which the next segment will start, and angle change the change in direction, in the support $yz$-plane, between this cylinder and the next. The first support segment in the table represents a single horizontal support cylinder in the support $y$-axis direction. Each subsequent segment represent a pair of support cylinders, placed symmetrically about the support $z$-axis.
Support segments of length zero have no support cylinders so, if you do not want a horizontal support as the base of your support shape, set the length of the first segment to zero.