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OMG-OCSMP-MBA400 Exam - Topic 1 Question 20 Discussion

Posted by Tammi on Sep 17, 2024 at 08:51 PM

Choose the correct answer.

Given the following diagram:

Assume that all stereotypes required by the SysML-Modehca Transformation specification (if any) have been applied but are not necessarily shown here Assume that FixedWall. ViscoelasticSpring. and RigidMass are fully defined in a Modelica library.

What else must be done to get this model ready for solving according to the SysML-Modelica Transformation specification?

Suggested Answer: A

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37 comments · newest first
VA
Vanda 10 months ago
D is just wrong, Modelica can handle nonlinear models!
MA
Maybelle 11 months ago
C is too optimistic, it definitely needs more work.
CA
Carman 11 months ago
Wait, B says Kirchhoff's laws are automatic? That seems off.
CH
Charlesetta 11 months ago
Totally agree, A is the way to go!
DA
Daniela 11 months ago
A needs specific values and equations for Kirchhoff's Laws.
EM
Emelda 12 months ago
I don't recall anything about Modelica being unable to handle nonlinear models, so option D seems unlikely. But I’m still a bit confused about the specifics needed for the model.
JE
Jesusita 12 months ago
I thought we learned that models need to be fully defined before solving, so I’m leaning towards option A as well.
TE
Tess 12 months ago
I'm not entirely sure, but I feel like we might have covered something about Kirchhoff's laws being automatically handled in a similar practice question. Could that be option B?
MI
Micaela 1 year ago
I remember we discussed how important it is to provide specific values for parameters in these models. I think option A makes sense.
EU
Eun 1 year ago
I'm not entirely sure about this one. I'll need to review the transformation specification carefully and make sure I understand all the requirements before answering.
BU
Bulah 1 year ago
This seems straightforward to me. Just provide the specific values, and the model should be ready to go. No need to worry about anything else.
JO
Josphine 1 year ago
I'm a bit confused by the question. Does Modelica really not handle this type of nonlinear model? I'll need to double-check the capabilities of the Modelica language.
AL
Alpha 1 year ago
Okay, I think I know what's going on here. The key is to provide the specific values and define a parametric diagram with the Kirchhoff's Laws equations. That should get this model ready for solving.
CA
Cassie 1 year ago
Hmm, this looks like a tricky one. I'll need to carefully review the diagram and the SysML-Modelica Transformation specification to figure out what else needs to be done.
LA
Lauran 1 year ago
Whew, okay, I think I know what to do here. I just need to discount the annual savings at the given cost of capital and then divide by the initial cost. Shouldn't be too tricky.
EM
Emilio 1 year ago
I bet the person who wrote this question is just trying to trip us up. Gotta stay on our toes, folks!
TW
Twana 1 year ago
↳ replying to Emilio
C) Nothing - it is ready as-is
RE
Remedios 1 year ago
↳ replying to Emilio
B) Provide specific values. Nothing else is required, as Kirchhoff's I laws are automatically taken care of consistent with the above ibd.
SA
Salena 1 year ago
↳ replying to Emilio
A) Provide specific values. Also define a parametric diagram that includes equations for Kirchhoffs Laws consistent with the above ibd.
SH
Sharika 1 year ago
D? Seriously? Modelica can definitely handle this kind of nonlinear model. These exam questions are getting a bit silly.
LE
Lenna 1 year ago
↳ replying to Sharika
A) Provide specific values. Also define a parametric diagram that includes equations for Kirchhoffs Laws consistent with the above ibd.
SH
Sharee 1 year ago
↳ replying to Sharika
B) Provide specific values. Nothing else is required, as Kirchhoff's I laws are automatically taken care of consistent with the above ibd.
SE
Serina 1 year ago
↳ replying to Sharika
A) Provide specific values. Also define a parametric diagram that includes equations for Kirchhoffs Laws consistent with the above ibd.
RY
Ryan 1 year ago
C can't be right, there's no way this model is ready as-is. We definitely need to do some more work to get it ready for solving.
NO
Norah 1 year ago
↳ replying to Ryan
B) Provide specific values Nothing else is required, as Kirchhoff's I laws are automatically taken care of consistent with the above ibd
NA
Na 1 year ago
↳ replying to Ryan
A can't be right, we definitely need to provide specific values and define equations for Kirchhoffs Laws.
BL
Blondell 1 year ago
↳ replying to Ryan
C) Nothing - it is ready as-is
LO
Lonny 1 year ago
↳ replying to Ryan
A) Provide specific values. Also define a parametric diagram that includes equations for Kirchhoffs Laws consistent with the above ibd.
JA
Jamey 1 year ago
Interesting, I was leaning towards B. If Kirchhoff's laws are automatically taken care of, then we shouldn't need to do anything else, right?
ON
Oneida 1 year ago
Hmm, that's an interesting point. I see where you're coming from, but I still think A) is the correct answer based on the requirements in the question.
FL
Flo 2 years ago
I disagree, I believe the answer is B) Provide specific values. Nothing else is required, as Kirchhoff's I laws are automatically taken care of consistent with the above ibd.
IN
In 2 years ago
Hmm, I'd say A is the correct answer. We need to provide specific values and define a parametric diagram with the necessary equations.
LA
Lanie 1 year ago
↳ replying to In
Definitely, providing specific values and equations is essential for the model to be solved correctly.
LA
Lawana 1 year ago
↳ replying to In
I think A is the best choice too. It's crucial to have all the necessary information for the model to be ready for solving.
LA
Lashandra 1 year ago
↳ replying to In
That makes sense. It's important to include equations for Kirchhoff's Laws in the model.
DA
Dallas 1 year ago
↳ replying to In
I agree, A is the correct answer. We need to provide specific values and define a parametric diagram.
ON
Oneida 2 years ago
I think the answer is A) Provide specific values. Also define a parametric diagram that includes equations for Kirchhoffs Laws consistent with the above ibd.
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