Class CIM_PolicyActionStructure
extends CIM_PolicyComponent

PolicyActions may be aggregated into rules and into compound actions. PolicyActionStructure is the abstract aggregation class for the structuring of policy actions.

Class Hierarchy

CIM_PolicyComponent
   |
   +--CIM_PolicyActionStructure

Direct Known Subclasses

CIM_PolicyActionInPolicyRule
CIM_SAActionInRule
CIM_PolicyActionInPolicyAction

Class Qualifiers

NameData TypeValueScopeFlavors
AbstractbooleantrueTOSUBCLASS= falseOVERRIDABLE= false
AggregationbooleantrueNone OVERRIDABLE= false
AssociationbooleantrueNone OVERRIDABLE= false
DescriptionstringPolicyActions may be aggregated into rules and into compound actions. PolicyActionStructure is the abstract aggregation class for the structuring of policy actions.None TRANSLATABLE= true

Local Class Properties

NameData TypeQualifiers
NameData TypeValueScopeFlavors
ActionOrderuint16
DescriptionstringActionOrder is an unsigned integer 'n' that indicates the relative position of a PolicyAction in the sequence ofactions associated with a PolicyRule or CompoundPolicyAction. When 'n' is a positive integer, it indicates a place in the sequence of actions to be performed, with smaller integers indicating earlier positions in the sequence. The special value '0' indicates 'don't care'. If two or more PolicyActions have the same non-zero sequence number, they may be performed in any order, but they must all be performed at the appropriate place in the overall action sequence. A series of examples will make ordering of PolicyActions clearer: o If all actions have the same sequence number, regardless of whether it is '0' or non-zero, any order is acceptable. o The values: 1:ACTION A 2:ACTION B 1:ACTION C 3:ACTION D indicate two acceptable orders: A,C,B,D or C,A,B,D, since A and C can be performed in either order, but only at the '1' position. o The values: 0:ACTION A 2:ACTION B 3:ACTION C 3:ACTION D require that B,C, and D occur either as B,C,D or as B,D,C. Action A may appear at any point relative to B, C, and D. Thus the complete set of acceptable orders is: A,B,C,D; B,A,C,D; B,C,A,D; B,C,D,A; A,B,D,C; B,A,D,C; B,D,A,C; B,D,C,A. Note that the non-zero sequence numbers need not start with '1', and they need not be consecutive. All that matters is their relative magnitude.None TRANSLATABLE= true

Association References

NameClass OriginReference Class
GroupComponentCIM_PolicyActionStructureCIM_Policy
PartComponentCIM_PolicyActionStructureCIM_PolicyAction

Propagated Association References

NameClass OriginReference Class
GroupComponentCIM_PolicyComponentCIM_Policy
PartComponentCIM_PolicyComponentCIM_Policy