cogdebugger.ui.fieldvisualizations.symmetrictensor
Shape of the complex field being displayed
A list of properties that should be persisted when the app closes, and restored the next time it's launched.
A list of properties that should be persisted when the app closes, and restored the next time it's launched. A common example of a persistent is the zoom/magnification level of the viewer. Be sure to add any relevenant properties to this list in your Viewer subclasses!
Returns the XML representation of this viewer's properties, suitable for saving into a file.
Returns the XML representation of this viewer's properties, suitable for saving into a file.
Reset the visualization.
Reset the visualization. An optional operation; subclasses must override this method or else it does nothing.
Restore this object to the state described in the given XML node.
Restore this object to the state described in the given XML node.
Encode the state of this object into an XML node.
Encode the state of this object into an XML node.
Update the display with a new symmetric tensor field.
Update the display with a new symmetric tensor field.
Requester of the update (?).
The new tensor field data
Current simulation time.
Parses the XML tag produced by the propertiesTag
method and restores
any saved valued to this Viewer.
Parses the XML tag produced by the propertiesTag
method and restores
any saved valued to this Viewer.
Increase zoom level by zDelta
.
Increase zoom level by zDelta
.
Default zoom increment
Default zoom increment
Decrease zoom level by zDelta
.
Decrease zoom level by zDelta
.
Controls how zDelta is applied to the current zoom level.
Controls how zDelta is applied to the current zoom level. In Additive, a delta is added to the current zoom level; in Multiplicative mode, the zoom level is multiplied by delta when zooming in, and by its reciprocal when zooming out.
Default zoom type is additive. If you change it to multiplicative, you should probably ensure that the default zDelta is something other than 1f, as multiplying by one probably won't do anything.
A panel which displays a symmetric tensor field as 3 panels, side by side:
stickness
ballness
orientation