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An I-CM is a special multi-domain DSM where the columns are the architecture components and the rows are the interface names. The connections represent whether each interface is an input (I), output (O) or input/output (IO) for each component.
It is obvious that a transformation could be made from I-CM to DSM in the component/component part of the matrix. This function should do the following:
For each interface, append a connection in the component-component DSM symmetrically with Text=X, Interface Type=the interface type assigned to the interface row, weight=TBD.
Another function related to this is to "check validity" - make sure the component-component connections match what is specified in the component-interface part of the multi-domain model.
There could also be some validity checks within the I-CM. For example each interface row could be checked to make sure that it has one output and one or more inputs (can't have multiple outputs). I'm on the fence about the usefulness of this, and as I think about it, maybe there are too many corner cases for it to be useful.
The text was updated successfully, but these errors were encountered:
An I-CM is a special multi-domain DSM where the columns are the architecture components and the rows are the interface names. The connections represent whether each interface is an input (I), output (O) or input/output (IO) for each component.
It is obvious that a transformation could be made from I-CM to DSM in the component/component part of the matrix. This function should do the following:
For each interface, append a connection in the component-component DSM symmetrically with Text=X, Interface Type=the interface type assigned to the interface row, weight=TBD.
Another function related to this is to "check validity" - make sure the component-component connections match what is specified in the component-interface part of the multi-domain model.
There could also be some validity checks within the I-CM. For example each interface row could be checked to make sure that it has one output and one or more inputs (can't have multiple outputs). I'm on the fence about the usefulness of this, and as I think about it, maybe there are too many corner cases for it to be useful.
The text was updated successfully, but these errors were encountered: