AllocationDefinition SysML

class AllocationDefinition

Implementation of AllocationDefinition defined in the SysML specification.

Specification:

An AllocationDefinition is a ConnectionDefinition that specifies that some or all of the responsibility to realize the intent of the source is allocated to the target instances. Such allocations define mappings across the various structures and hierarchies of a system model, perhaps as a precursor to more rigorous specifications and implementations. An AllocationDefinition can itself be refined using nested allocations that give a finer-grained decomposition of the containing allocation mapping.

For language description, see section 7.15.2 of the SysML specification. For more details on the model, see section 8.3.15.2 of the SysML specification.

Members inherited from Definition (31 members)

	`directed_usages`	`R`	The `usages` of this `Definition` that are `directed_features`.
	`is_variation`	`RW`	Whether this `Definition` is for a variation point or not. If true, then all the `memberships` of the `Definition` must be `VariantMemberships`.
	`owned_actions`	`R`	The `ActionUsages` that are `owned_usages` of this `Definition`.
	`owned_allocations`	`R`	The `AllocationUsages` that are `owned_usages` of this `Definition`.
	`owned_attributes`	`R`	The `AttributeUsages` that are `owned_usages` of this `Definition`.
	`owned_calculations`	`R`	The `CalculationUsages` that are `owned_usages` of this `Definition`.
	`owned_cases`	`R`	The code>CaseUsages that are `owned_usages` of this `Definition`.
	`owned_concerns`	`R`	The `ConcernUsages` that are `owned_usages` of this `Definition`.
	`owned_connections`	`R`	The `ConnectorAsUsages` that are `owned_usages` of this `Definition`. Note that this list includes `BindingConnectorAsUsages`, `SuccessionAsUsages`, and `FlowConnectionUsages` because these are `ConnectorAsUsages` even though they are not `ConnectionUsages`.
	`owned_constraints`	`R`	The `ConstraintUsages` that are `owned_usages` of this `Definition`.
	`owned_enumerations`	`R`	The `EnumerationUsages` that are `owned_usages` of this `Definition`.
	`owned_flows`	`R`	The `FlowConnectionUsages` that are `owned_usages` of this `Definition`.
	`owned_interfaces`	`R`	The `InterfaceUsages` that are `owned_usages` of this `Definition`.
	`owned_items`	`R`	The `ItemUsages` that are `owned_usages` of this `Definition`.
	`owned_metadata`	`R`	The `MetadataUsages` that are `owned_usages` of this `Definition`.
	`owned_occurrences`	`R`	The `OccurrenceUsages` that are `owned_usages` of this `Definition`.
	`owned_parts`	`R`	The `PartUsages` that are `owned_usages` of this `Definition`.
	`owned_ports`	`R`	The `PortUsages` that are `owned_usages` of this `Definition`.
	`owned_references`	`R`	The `ReferenceUsages` that are `owned_usages` of this `Definition`.
	`owned_renderings`	`R`	The `RenderingUsages` that are `owned_usages` of this `Definition`.
	`owned_states`	`R`	The `StateUsages` that are `owned_usages` of this `Definition`.
	`owned_transitions`	`R`	The `TransitionUsages` that are `owned_usages` of this `Definition`.
	`owned_usages`	`R`	The `Usages` that are `owned_features` of this `Definition`.
	`owned_use_cases`	`R`	The `UseCaseUsages` that are `owned_usages` of this `Definition`.
	`owned_verification_cases`	`R`	The `VerificationCaseUsages` that are `owned_usages` of this `Definition`.
	`owned_viewpoints`	`R`	The `ViewpointUsages` that are `owned_usages` of this `Definition`.
	`owned_views`	`R`	The `ViewUsages` that are `owned_usages` of this `Definition`.
	`usages`	`R`	The `Usages` that are `features` of this `Definition` (not necessarily owned).
	`variant_memberships`	`R`	The `owned_memberships` of this `Definition` that are `VariantMemberships`. If `is_variation` = true, then this must be all `owned_memberships` of the `Definition`. If `is_variation` = false, then `variant_membership`must be empty.
	`variants`	`R`	The `Usages` which represent the variants of this `Definition` as a variation point `Definition`, if `is_variation` = true. If `is_variation = false`, the there must be no `variants`.
	`try_set_is_variation`

Members inherited from Type (36 members)

	`declared_multiplicity`	`R`	The owned multiplicity that is declared before the children block in the textual syntax.
	`declared_multiplicity_member`	`R`	SysIDE specific accessor for manipulating `declared_multiplicity`.
	`differencing_types`	`R`	The interpretations of a `Type` with `differencing_types` are asserted to be those of the first of those `Types`, but not including those of the remaining `Types`. For example, a `Classifier` might be the difference of a `Classifier` for people and another for people of a particular nationality, leaving people who are not of that nationality. Similarly, a feature of people might be the difference between a feature for their children and a `Classifier` for people of a particular sex, identifying their children not of that sex (because the interpretations of the children `Feature` that identify those of that sex are also interpretations of the `Classifier` for that sex).
	`directed_features`	`R`	The `features` of this `Type` that have a non-null `direction`.
	`disjoining_types`	`R`	The types that related to this `Type` through `owned_disjoinings`.
	`end_features`	`R`	All `features` of this `Type` with `is_end = true`.
	`feature_memberships`	`R`	The `FeatureMemberships` for `features` of this `Type`, which include all `owned_feature_memberships` and those `inherited_memberships` that are `FeatureMemberships` (but does not include any `imported_memberships`).
	`features`	`R`	The `owned_member_features` of the `feature_memberships` of this `Type`.
	`heritage`	`R`	The specializations and conjugations owned by this `Type`.
	`inherited_features`	`R`	All the `member_features` of the `inherited_memberships` of this `Type` that are `FeatureMemberships`.
	`inherited_memberships`	`R`	All `Memberships` inherited by this `Type` via `Specialization` or `Conjugation`. These are included in the derived union for the `memberships` of the `Type`.
	`inputs`	`R`	All `features` related to this `Type` by `FeatureMemberships` that have `direction` `in` or `inout`.
	`intersecting_types`	`R`	The interpretations of a `Type` with `intersecting_types` are asserted to be those in common among the `intersecting_types`, which are the `Types` derived from the `intersecting_type` of the `owned_intersectings` of this `Type`. For example, a `Classifier` might be an intersection of `Classifiers` for people of a particular sex and of a particular nationality. Similarly, a feature for people’s children of a particular sex might be the intersection of a `Feature` for their children and a `Classifier` for people of that sex (because the interpretations of the children `Feature` that identify those of that sex are also interpretations of the Classifier for that sex).
	`is_abstract`	`RW`	Indicates whether instances of this `Type` must also be instances of at least one of its specialized `Types`.
	`is_conjugated`	`R`	Indicates whether this `Type` has an `owned_conjugator`.
	`is_sufficient`	`RW`	Whether all things that meet the classification conditions of this `Type` must be classified by the `Type`.
	`is_sufficient_explicitly`	`R`	Returns `True` if this `Type` was declared as `sufficient` in the textual syntax.
	`multiplicity`	`R`	An `owned_member` of this `Type` that is a `Multiplicity`, which constraints the cardinality of the `Type`. If there is no such `owned_member`, then the cardinality of this `Type` is constrained by all the `Multiplicity` constraints applicable to any direct supertypes.
	`outputs`	`R`	All `features` related to this `Type` by `FeatureMemberships` that have `direction` `out` or `inout`.
	`owned_conjugator`	`R`	A `Conjugation` owned by this `Type` for which the `Type` is the `original_type`.
	`owned_differencings`	`R`	The `owned_relationships` of this `Type` that are `Differencings`, having this `Type` as their `type_differenced`.
	`owned_directed_features`	`R`	The `directed_features` that are owned by this `Type`.
	`owned_disjoinings`	`R`	The `owned_relationships` of this `Type` that are `Disjoinings`, for which the `Type` is the `type_disjoined` `Type`.
	`owned_end_features`	`R`	All `end_features` of this `Type` that are `owned_features`.
	`owned_feature_memberships`	`R`	The `owned_memberships` of this `Type` that are `FeatureMemberships`, for which the `Type` is the `owning_type`. Each such `FeatureMembership` identifies an `owned_feature` of the `Type`.
	`owned_features`	`R`	The `owned_member_features` of the `owned_feature_memberships` of this `Type`.
	`owned_inputs`	`R`	The `inputs` that are owned by this `Type`.
	`owned_intersectings`	`R`	The `owned_relationships` of this `Type` that are `Intersectings`, have the `Type` as their `type_intersected`.
	`owned_outputs`	`R`	The `outputs` that are owned by this `Type`.
	`owned_specializations`	`R`	The `owned_relationships` of this `Type` that are `Specializations`, for which the `Type` is the `specific` `Type`.
	`owned_unionings`	`R`	The `owned_relationships` of this `Type` that are `Unionings`, having the `Type` as their `type_unioned`.
	`type_relationships`	`R`	The other type, feature relationships and `FeatureChainings` owned by this `Type`.
	`unioning_types`	`R`	The interpretations of a `Type` with `unioning_types` are asserted to be the same as those of all the `unioning_types` together, which are the `Types` derived from the `unioning_type` of the `owned_unionings` of this `Type`. For example, a `Classifier` for people might be the union of `Classifiers` for all the sexes. Similarly, a feature for people’s children might be the union of features dividing them in the same ways as people in general.
	`conforms`
	`direction_of`
	`specializes`

Members inherited from Element (23 members)

	`comments`	`R`	The owned `Comments` related by `owned_relationships`.
	`declared_name`	`RW`	The declared name of this `Element`.
	`declared_short_name`	`RW`	An optional alternative name for the `Element` that is intended to be shorter or in some way more succinct than its primary `name`. It may act as a modeler-specified identifier for the `Element`, though it is then the responsibility of the modeler to maintain the uniqueness of this identifier within a model or relative to some other context.
	`documentation`	`R`	The Documentation owned by this Element.
	`element_id`	`RW`	The globally unique identifier for this Element. This is intended to be set by tooling, and it must not change during the lifetime of the Element.
	`is_implied_included`	`R`	Whether all necessary implied Relationships have been included in the `owned_relationships` of this Element. This property may be true, even if there are not actually any `owned_relationships` with `is_implied = true`, meaning that no such Relationships are actually implied for this Element. However, if it is false, then `owned_relationships` may not contain any implied Relationships. That is, either all required implied Relationships must be included, or none of them.
	`is_library_element`	`R`	Whether this Element is contained in the ownership tree of a library model.
	`metadata`	`R`	The owned metadata related by `owned_relationships`.
	`name`	`R`	The name to be used for this `Element` during name resolution within its `owning_namespace`. This is derived using the `effective_name()` operation. By default, it is the same as the `declared_name`, but this is overridden for certain kinds of `Elements` to compute a `name` even when the `declared_name` is null.
	`owned_annotations`	`R`	The `owned_relationships` of this `Element` that are `Annotations`, for which this `Element` is the `annotated_element`.
	`owned_elements`	`R`	The Elements owned by this Element, derived as the owned_related_elements of the owned_relationships of this Element.
	`owned_relationships`	`R`	The Relationships for which this Element is the owning_related_element.
	`owner`	`R`	The owner of this Element, derived as the `owning_related_element` of the `owning_relationship` of this Element, if any.
	`owning_membership`	`R`	The `owning_relationship` of this `Element`, if that `Relationship` is a `Membership`.
	`owning_namespace`	`R`	The `Namespace` that owns this `Element`, which is the `membership_owning_namespace` of the `owning_membership` of this `Element`, if any.
	`owning_relationship`	`R`	The Relationship for which this Element is an owned_related_element, if any.
	`qualified_name`	`R`	The full ownership-qualified name of this `Element`, represented in a form that is valid according to the KerML textual concrete syntax for qualified names (including use of unrestricted name notation and escaped characters, as necessary). The `qualified_name` is null if this `Element` has no `owning_namespace` or if there is not a complete ownership chain of named `Namespaces` from a root `Namespace` to this `Element`.
	`scoped_owner`	`R`	The owner of this `Element` as the parent of `owning_membership` or `owning_relationship` otherwise.
	`sema_state`	`RW`	The state of semantic resolution for this `Element`. Based on this, sema may skip elements to avoid duplicate work, e.g. when resolving elements in a group of related documents.
	`short_name`	`R`	The short name to be used for this `Element` during name resolution within its `owning_namespace`. This is derived using the `effective_short_name()` operation. By default, it is the same as the `declared_short_name`, but this is overridden for certain kinds of `Elements` to compute a `short_name` even when the `declared_name` is null.
	`textual_representations`	`R`	The `TextualRepresentations` that annotate this `Element`.
	`__str__`
	`matches_qualified_name`

 Attributes

STD: tuple[type[syside.AllocationDefinition], ...] = ()

property allocations: syside.LazyIterator[syside.AllocationUsage]: The AllocationUsages that refine the allocation mapping defined by this AllocationDefinition.

AllocationDefinition SysML

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	`STD`	`R`
	`allocations`	`R`	The `AllocationUsages` that refine the allocation mapping defined by this `AllocationDefinition`.

	`association_ends`	`R`	The `features` of the `Association` that identify the things that can be related by it. A concrete `Association` must have at least two `association_ends`. When it has exactly two, the `Association` is called a binary `Association`.
	`connection_ends`	`R`	The `Usages` that define the things related by the `ConnectionDefinition`.
	`is_implied`	`RW`	Whether this Relationship was generated by tooling to meet semantic rules, rather than being directly created by a modeler.
	`owned_related_elements`	`R`	The related_elements of this Relationship that are owned by the Relationship.
	`owning_related_element`	`R`	The related_element of this Relationship that owns the Relationship, if any.
	`related_elements`	`R`	The Elements that are related by this Relationship, derived as the union of the `source` and `target` Elements of the Relationship.
	`related_types`	`R`	The `types` of the `association_ends` of the `Association`, which are the `related_elements` of the `Association` considered as a `Relationship`.
	`source`	`R`	The `related_elements from which this Relationship is considered to be directed.`
	`source_type`	`R`	The source `related_type` for this `Association`. It is the first `related_type` of the `Association`.
	`sources`	`R`	The `related_elements from which this Relationship is considered to be directed.`
	`target_types`	`R`	The target `related_types` for this `Association`. This includes all the `related_types` other than the `source_type`.
	`targets`	`R`	The `related_elements` to which this Relationship is considered to be directed.

	`is_individual`	`RW`	Whether this OccurrenceDefinition is constrained to represent single individual.
	`life_class`	`R`	If `is_individual` is true, a `LifeClass` that specializes this `OccurrenceDefinition`, restricting it to represent an individual.

	`owned_subclassification_types`	`R`	The `Classifiers` related to this `Classifier` by `owned_subclassifications`.
	`owned_subclassifications`	`R`	The `owned_specializations` of this `Classifier` that are `Subclassifications`, for which this `Classifier` is the `subclassifier`.

	`children`	`R`	The elements enclosed by curly brackets in textual syntax.
	`members`	`R`	The set of all member `Elements` of this `Namespace`, which are the `member_elements` of all `memberships` of the `Namespace`.
	`memberships`	`R`	All `Memberships` in this `Namespace`, including (at least) the union of `owned_memberships` and `imported_memberships`.
	`owned_imports`	`R`	The `owned_relationships` of this `Namespace` that are `Imports`, for which the `Namespace` is the `import_owning_namespace`.
	`owned_members`	`R`	The owned `members` of this `Namespace`, which are the `owned_member_elements` of the `owned_memberships` of the `Namespace`.
	`owned_memberships`	`R`	The `owned_relationships` of this `Namespace` that are `Memberships`, for which the `Namespace` is the `membership_owning_namespace`.
	`prefixes`	`R`	Metadata prefixes, prefixed with `#` in textual syntax.
	`__getitem__`
	`get_member`
	`get_membership`

	`cst_node`	`R`
	`document`	`R`
	`parent`	`R`
	`__hash__`
	`cast`
	`isinstance`
	`try_cast`