1 Context Diagram for Cameo default

[@colbybaldie6424]

Such an amazing video thank you! You are able to describe system modeling structure while also incorporating it into cameo magic draw's user interface, well done! This tutorial has been so helpful!

[@KutayKUFTi]

Thank you for good introduction! Could you please explain the primary difference between domain and context in the sense of systems engineering?

[@wezleyH]

Hi Kutay, a context diagram’s purpose is to show you the system of interest (SOI) in context to other relevant systems and stakeholders. I call this level 0 view of the SOI. The SOI is treated like a “black box”. You see it but not inside the box. Domain is another term used for the area around your SOI (as you define it) so when I say create a domain block, this block represents the SOI’s domain. This is why you also need to name the domain so you are indicating the scope of your domain. In your SysML model, the domain is defined by the block and decomposed on a bed to show its parts that make up this specific domain and how it relates to your SOI. This is an important view to consider as requirements come from your stakeholders and other related systems. If you don’t see an requirements being generated by items in your domain, why are you considering it a part of your domain. Does that help clarify these terms for you? You can also refer to the INCOSE Systems Engineering Handbook available thru www.INCOSE.net. Free to members (soft copy) and if your a student, there is a discounted rate. Good luck and take care, Wes

[@Luftwaffe777]

in the final ibd the child is not conneted directly to the parent as at the beginning

[@Trendkanal]

How much does a professional license cost on your experience?

[@CameoMagic]

Nice walkthrough. It seems like a Context Diagram and an Internal Block Diagram are the same. Can you explain how these terms are different?

[@JairoSandoval-ts5rf]

You can create many types of constructs in IBDs, the context diagram is one use for the IBD.

[@demetriosjoannou]

Is it possible to create a parametric diagram so that we can show Q = 6 where x = 1 - 3, y = 1 -2, and z = 1 - 2. And to show all the possible combinations of this. Almost like a monte carlo simulation. I've been trying to complete this challenge for a while - if anyone has any ideas how this could be done, I would greatly appreciate the help.