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To find all available you can open the OCL-Editor and type in a class: | To find all available you can open the OCL-Editor and type in a class: | ||
[[File:Ocl-editor 1.png|frameless| | [[File:Ocl-editor 1.png|frameless|433x433px]] | ||
The operations listed do this: | The operations listed do this: | ||
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|} | |} | ||
Once you have a collection of objects there are certain operators that are applicable to it. Again you can use the OCL-Editor to see what they are: | Once you have a collection of objects there are certain operators that are applicable to it. Again you can use the OCL-Editor to see what they are: | ||
[[File:Collection of objects operators.png|frameless|453x453px]] | |||
{| class="wikitable" | {| class="wikitable" | ||
!Operators | !Operators | ||
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|} | |} | ||
One important aspect of OCL that is worth noting is that it expands lists of lists to just a list. An example in plain English; Thing.allinstances.Details – this will come back as a set of details that are all the details from all the Things. If OCL had not expanded lists automatically one could have expected a set of sets containing the details per thing. But this is not the case. The automatically expansion of lists of lists is sometime referred to as flattening of a collection – referring to the reduction of topology in the result. | One important aspect of OCL that is worth noting is that it expands lists of lists to just a list. An example in plain English; Thing.allinstances.Details – this will come back as a set of details that are all the details from all the Things. If OCL had not expanded lists automatically one could have expected a set of sets containing the details per thing. But this is not the case. The automatically expansion of lists of lists is sometime referred to as flattening of a collection – referring to the reduction of topology in the result. | ||
==== Some OCL examples ==== | |||
{| class="wikitable" | |||
!Examples | |||
!Results | |||
|- | |||
|Bag{'5','1','2','2','3','4'}->ascommalist | |||
|5, 1, 2, 2, 3, 4 | |||
|- | |||
|Bag{'5','1','2','2','3','4'}- >union(Bag{'1','2','2','3','6'})->ascommalist | |||
|5, 1, 2, 2, 3, 4, 6 | |||
|- | |||
|Bag{'5','1','2','2','3','4'}- >union(Bag{'1','2','2','3','6'})->asset- >ascommalist | |||
|5, 1, 2, 3, 4, 6 | |||
|- | |||
|<nowiki>Bag{'5','1','2','2','3','4'}- >union(Bag{'1','2','2','3','6'})->asset- >orderby(a|a)->ascommalist</nowiki> | |||
|1, 2, 3, 4, 5, 6 | |||
|- | |||
|<nowiki>Bag{'5','1','2','2','3','4'}- >intersection(Bag{'1','2','2','3','6'})- >orderby(a|a)->ascommalist</nowiki> | |||
|1, 2, 2, 3 | |||
|- | |||
|<nowiki>Bag{'5','1','2','2','3','4'}- >Difference(Bag{'1','2','2','3','6'})->orderby(a|a)- >ascommalist</nowiki> | |||
|4, 5 | |||
|- | |||
|<nowiki>Bag{'5','1','2','2','3','4'}- >SymmetricDifference(Bag{'1','2','2','3','6'})- >orderby(a|a)->ascommalist</nowiki> | |||
|4, 5, 6 | |||
|} | |||
If you are in the context of a simple type like string, double, int, datetime or Boolean MDriven will expose the simple operations that are available in the .net Framework. Testing this in the OCL-Editor: |
Revision as of 13:23, 13 August 2017
It is a common operator. To find all available you can open the OCL-Editor and type in a class:
Your model is central to all expression you will handle. We will use this model to for the examples:
Operators | Description |
---|---|
Thing.allinstances | Gives you a list of all Things |
Things.allinstances->select(someInt>3) | Only things with someInt bigger than 3 |
Thing.allinstances->select( (someInt>3) and (someInt<6)) | Only things with someInt bigger than 3 but less than 6. Notice the extra parenthesis to or the Boolean expressions together |
Things.allinstances->select(x|x.someInt>3) | Here we introduce the loop variable x. We separate the definition of x from the usage of x with the pipe sign “|”. Loop variables are optional but if names are unique – but you will need to use them to give precision or to if you want to perform operations on the loop context itself. |
Things.allinstances.Details | Gives a list of all detail objects that are connected to a Thing. The Detail objects that float around without a Thing will not be in the list |
Things.allinstances.Details.Attribute1 | A list of nullable strings from the contents from the details attribute1. Note that OCL is null-tolerant – you do not need to check if the Details exists of not – the language handles null checks for you |
SubClassThing1.allinstances.Details | Inherited features of classes are directly accessible |
Thing.allInstances- >select(x|x.safeCast(SubClassThing1). OnlyAvailableInSubClass='Hello') | Filtering on Specialization is done with an operator SafeCast. This is null safe so for all objects that do not fit the profile the expression returns false |
To find all available you can open the OCL-Editor and type in a class:
The operations listed do this:
Operators | Description |
---|---|
Allinstances | All the objects of the class |
allinstancesAtTime | All the currently loaded instances |
AllStates | Meta information about available states in state machines the class may contain |
allSubClasses | Meta information on all the sub classes this class has |
AllSuperTypes | Meta information on all the super classes – in inheritance order the class has |
associationEnds | Meta information on all the associationEnds |
Asstring | The string representation of the class – the asString operation is available on everything |
Attributes | Meta information about what attributes the class has |
Contraints | Meta information on what constraints the class has |
Emptylist | Returns an empty list typed to hold objects of the class |
IsDirtyMember | |
isNull | |
nullValue | A typed null value |
objectFromExternalId | An external identity will be resolved to the object |
oclAsType | The type of the class |
oclIsKindOf | This is to if a class is a subclass or a the class itself and not unrelated |
oclIsTypeOf | Returns true if |
oclSingleton | Classes that implements the Singleton pattern – by setting IsSingleton=true – will return the singleton instance with this operator |
OclType | |
safeCast | |
SuperTypes | |
TaggedValue | Meta information on tagged values set in the class |
TaggedValueOnFeature | Meta information on Tagged values set on a named feature in the class |
Typename | The type name as a string |
ViewModels | A tuple with the ViewModels for this class a members |
Once you have a collection of objects there are certain operators that are applicable to it. Again you can use the OCL-Editor to see what they are:
Operators | Description |
---|---|
->append | Add another object last |
->asBag | Collapses to one list |
->asSequence | Collapses to one list |
->asset | Remove doublets |
->at | Get the objects at X where the first index is 1 |
->at0 | Get the objects at X where the first index is 0 |
->collect | Iterate over the collection and build a tuple result |
->count | Count how many meet a certain criteria |
->difference | The difference between 2 collections |
->excluding | The collection except this single object |
->exists | Are there any objects that fulfill the criteria |
->filterOnType | Only keep the ones of a certain type |
->first | Return the first object |
->forAll | Iterate all that fulfills the critera |
->groupBy | Build collection of tuples grouped by some aspect |
->includes | Does the collection include the object |
->includesAll | Does the collection include the whole other collection |
->including | |
->IndexOf | The 1 based index of an object in the collection possibly -1 if not existing |
->indexOf0 | The 0 based index of an object in the collection possibly -1 if not existing |
->intersection | The intersection of two collections |
->isEmpty | Returns true if the collection is empty |
->last | Returns the last object in the collection |
->notEmpty | Returns true of the collection is not empty |
->orderBy | Sorts the collection on one or more properties |
->orderDescending | Sort the from biggest to smallest |
->orderGeneric | Sorts the list of properties with interchangeable sort order: (expr1, OclSortDirection::ascending, expr2, OclSortDirection::descending...) |
->prepend | Add an object in front of the list |
->reject | Returns the objects not matching the criteria |
->select | Returns the objects matching the criteria |
->size | Returns the number of elements in the collection |
->subsequence | Returns a smaller collection from a start to stop |
->symmetricDifference | The symmetric difference between the collections; ie all the objects in collection1 or collection2 but not in both |
->union | The set of objects in collection1 and objects in collection2 |
One important aspect of OCL that is worth noting is that it expands lists of lists to just a list. An example in plain English; Thing.allinstances.Details – this will come back as a set of details that are all the details from all the Things. If OCL had not expanded lists automatically one could have expected a set of sets containing the details per thing. But this is not the case. The automatically expansion of lists of lists is sometime referred to as flattening of a collection – referring to the reduction of topology in the result.
Some OCL examples
Examples | Results |
---|---|
Bag{'5','1','2','2','3','4'}->ascommalist | 5, 1, 2, 2, 3, 4 |
Bag{'5','1','2','2','3','4'}- >union(Bag{'1','2','2','3','6'})->ascommalist | 5, 1, 2, 2, 3, 4, 6 |
Bag{'5','1','2','2','3','4'}- >union(Bag{'1','2','2','3','6'})->asset- >ascommalist | 5, 1, 2, 3, 4, 6 |
Bag{'5','1','2','2','3','4'}- >union(Bag{'1','2','2','3','6'})->asset- >orderby(a|a)->ascommalist | 1, 2, 3, 4, 5, 6 |
Bag{'5','1','2','2','3','4'}- >intersection(Bag{'1','2','2','3','6'})- >orderby(a|a)->ascommalist | 1, 2, 2, 3 |
Bag{'5','1','2','2','3','4'}- >Difference(Bag{'1','2','2','3','6'})->orderby(a|a)- >ascommalist | 4, 5 |
Bag{'5','1','2','2','3','4'}- >SymmetricDifference(Bag{'1','2','2','3','6'})- >orderby(a|a)->ascommalist | 4, 5, 6 |
If you are in the context of a simple type like string, double, int, datetime or Boolean MDriven will expose the simple operations that are available in the .net Framework. Testing this in the OCL-Editor: