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Rhapsody 8.4 installed correctly on his or her machine with a valid license for use,
Syndeia 3.3 installed as a plugin for Rhapsody 8.4 with a valid license for use,
Syndeia Simulink interface, correctly installed with a valid license for use,
MATLAB/Simulink R2016b or later installed correctly on his or her machine with a valid license for use.
In this tutorial, we will use the Simulink requirement model generated in Exercise 10.7 - SysML Requirements -> Simulink Requirements.
1a: Drag and drop a single Simulink requirement
Steps are
1 Open Syndeia Simulink Examples.
2 Observe the Requirements Package S1d
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4 Launch Syndeia Dashboard from Model Generation Package
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4. 5 From Simulink Requirements, we drag and drop Autonomous Flight requirement to S1d Package in Rhapsody
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5. 6 This appears in Syndeia Dashboard as
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6. 7 In Connections search a new connection for Autonomous Flight is created
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7. 8 In SysML Rhapsody this appears as
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1b: Drag and drop a single Simulink requirement (with multiple levels of nested child requirements) to a SysML package
1. Here we choose from above steps 1a the Simulink Requirements the package entry Payload Mass and drag and drop to package S1e in SysML Rhapsody Model. Click Yes.
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2. This will appear in Syndeia Dashboard as
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3 . In Connections search new connections created.
4. In SysML Rhapsody this appears as shown below
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1c (Multiple DnD): Drag and drop multiple Simulink requirements in a requirement set to a SysML
1. Continiuing with the same Simulink Requirement Set we select multiple requirements and drop them to package S1F in SysML Rhapsody Model
Drag and Drop the selected requirements to S1f
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2. In Syndeia this shows as
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3 . Connections search shows new connections created
4. In SysML Rhapsody this appears as
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1d: Drag and drop a Simulink requirement set to a SysML package.
1 Here we drop the entire set of Simulink Requirement to the SyML Rhapsody Package S1g as below
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2. This appears in Syndeia Dashboard as
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3 . In Connections Search new connections are created
4. In SysML Rhapsody model this is shown as below
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