OMG Exam OMG-OCSMP-MBI300 Topic 6 Question 62 Discussion

Actual exam question for OMG's OMG-OCSMP-MBI300 exam

Question #: 62
Topic #: 6

Choose the correct answer.

A system engineer has created the following model of a tank system composed of two tanks and a pipe connecting them:

The system engineer wants to mathematically relate the flow of water through the pipe using the following mass conservation equation: Tank_System wFlowin flowRate * Tank_System pipe endA_Area = Tank_System wFlowOut flowRate * Tank_System pipe endB_Area How would the system engineer model this in SysML?

ACreate a block to represent the mass conservation equation, use it in Tank_System. and relate its properties to the properties of wFlowin. wFlowOut. and pipe

BCreate a constraint block to represent the mass conservation equation, use it in Tank_System. and relate its parameters to the properties of wFiowin. wFlowOut. and pipe

CCreate a constraint block to represent each of wFlowin wFlowOut and the mass conservation equation; use these constraint blocks In Tank_System. and relate their parameters to the properties of pipe.

DCreate two flow properties for Tank_System (equivalent to wFlowin and wFlowOut); create a constraint block for the mass conservation equation and use it in Tank_System. and then relate the flow properties to the new constraint property.

EIt is not possible to model this because wFlowin and wFlowOut are item properties and not flow properties

Show Suggested Answer

Suggested Answer: A

by Leatha at Dec 06, 2024, 06:58 AM

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Art

2 months ago

I bet the system engineer who created this model is feeling pretty 'tank-ful' right about now.

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Peggie

24 days ago

C) Create a constraint block to represent each of wFlowin wFlowOut and the mass conservation equation; use these constraint blocks In Tank_System. and relate their parameters to the properties of pipe.

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Aliza

25 days ago

B) Create a constraint block to represent the mass conservation equation, use it in Tank_System. and relate its parameters to the properties of wFiowin. wFlowOut. and pipe

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Lashaunda

29 days ago

A) Create a block to represent the mass conservation equation, use it in Tank_System. and relate its properties to the properties of wFlowin. wFlowOut. and pipe

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Vallie

2 months ago

Option E? Really? Next they'll tell us we can't model gravity because it's an 'item property' and not a 'flow property'.

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Felicia

3 months ago

Personally, I'd go with Option D. Creating the flow properties and a separate constraint block seems like a more modular and flexible approach.

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Maryann

1 months ago

Option E is definitely not the right choice, since we need flow properties for this model.

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Lajuana

1 months ago

I think Option A could also work well, by creating a block to represent the mass conservation equation.

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Alishia

1 months ago

I agree, Option D seems like the best choice for modeling the system.

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Kirby

3 months ago

Option E is just silly. Of course we can model this using SysML, we're not living in the stone age!

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Lavelle

1 months ago

A: So, are we both in agreement that option A is the best choice for modeling this system in SysML?

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Anissa

1 months ago

B: I agree with you, option E is definitely not the right choice. We can definitely model this using SysML.

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Honey

1 months ago

A: I think the correct answer is A) Create a block to represent the mass conservation equation, use it in Tank_System, and relate its properties to the properties of wFlowin, wFlowOut, and pipe.

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Vinnie

3 months ago

I agree, Option B is the best choice here. Modeling the equation as a constraint block and relating it to the system properties is a clean and efficient approach.

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Dolores

1 months ago

D: Definitely. It's important to have a clear and structured approach when modeling complex systems.

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Mila

1 months ago

C: Agreed. Using a constraint block will help maintain consistency in the system design.

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Alana

2 months ago

B: I think so too. It simplifies the modeling process and makes it easier to understand.

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Aleshia

2 months ago

A: Option B is definitely the way to go. It keeps everything organized and connected.

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Colette

3 months ago

I'm not sure, but I think B could also be a valid option.

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Janna

3 months ago

I disagree, I believe the answer is D.

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Jonelle

3 months ago

I think the correct answer is A.

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Laine

3 months ago

Option B seems the most straightforward way to model this. A constraint block representing the mass conservation equation can be easily related to the relevant properties of the system.

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