INCOSE/GfSE Webinar 16: Very Advanced Systems Engineering with FAS - Part II
Meeting Title: 16th Joint INCOSE/GfSE Webinar - Very Advanced Systems Engineering with FAS1 - Part II
Presenter Name: Tim Weilkiens and Jesko Lamm
Date: Wednesday, 08 November 2023
Time: 11:00am-12:00pm EST (4:00pm-5:00pm UTC, 5:00pm-6:00pm CET)
Registration: https://incose-org.zoom.us/webinar/register/WN_OHZ4t1z6QlCwOxbAQII7nQ
Click here to download the GfSE INCOSE Webinar 16 Invitation (Part II of II).
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)
¹: Functional Architectures for Systems
Abstract
Whoever likes to keep developing systems with market success needs to be in control of system functions, for example, based on an explicit definition of the system’s functional architecture. However, it is usually the system that is sold and not the artifact that defines its functional architecture. This calls for a lean and easy way to work with functional architectures.
During this 2nd webinar talk, two practitioners of functional architecture work, Jesko Lamm and Tim Weilkiens, will continue the presentation of approaches they started in part I. After a short recap for those who could not attend the 1st webinar talk, Jesko and Tim will elaborate on the practitioner’s work with the so-called FAS Method for functional architecture.
The application in daily work and the mapping of the method to modeling languages and modeling tools will be in focus, including:
• Informal techniques based on post-its or paper cards, to be used when running workshops face-to-face or with virtual post-it-boards in partially online meetings
• Representations of the needed work items in the SysML modeling language
• Traceability from functional architecture up to use cases and optionally further up to storyboards in the modeling tool
• Demos of the corresponding modeling tool work, including automation of certain steps to carry out when applying the FAS Method and some tool support for creating functional diagrams from the model and later checking their consistency with the model
• A demonstration of a pilot implementation for the upcoming new systems modeling standard SysML v2
Note: No modeling language or modeling tool knowledge will be required for this 2nd talk, the demos will speak for themselves.
Take-Away Key Message
- Pencil and paper (or the virtual counterpart thereof) may be sufficient means to get quite far with functional architectures
- SysML and its successor, SysML v2, provide good means to capture the results of functional architecture work more formally
- Traceability and consistency in larger functional models can be maintained well with a modeling tool
Biography
Tim Weilkiens is a MBSE'er by passion. He is a MBSE consultant, trainer, author of many books, owner of the publishing company MBSE4U, and lecturer of master courses. He is an active member of the Object Manage-ment Group (OMG). Tim contributed to the original SysML specification and continues to work on SysML. He is currently co-chair of the OMG SysML v2 Finalization Task Force. Tim is involved in many MBSE activities and has authored several books on modeling, including Systems Engineering with SysML (2008, Morgan Kaufmann). He is also the editor of the pragmatic and independent MBSE methodology SYSMOD, the Systems Modeling Toolbox.
Jesko G. Lamm develops modern hearing health technology as a Systems Engineer. He has been an active member of INCOSE for many years. The focus of his contributions is on the Architecture-related work of the German and Swiss INCOSE chapters, where he is the co-author of many conference papers and working group results. He is a Certified Systems Engineer (GfSE)® and holds a Dipl.-Ing. degree from RWTH Aachen University as well as a Dr.-Ing. degree from Leibniz University Hannover.
Register in advance for this webinar at: https://incose-org.zoom.us/webinar/register/WN_OHZ4t1z6QlCwOxbAQII7nQ
If you miss the webinar, you will be able to see a recording of it on INCOSE’s YouTube channel following the webinar event.