Standard Unwrapping

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Vocabulary
computer simulationmodelimpactproposed solutionscomplex real-world problemcriteriaconstraintsinteractionssystems
Skills
  • use (computer simulations) #dok2
  • model (impacts of solutions) #dok3
  • analyze (criteria and constraints) #dok3
  • evaluate (interactions within and between systems) #dok3
Learning Targets
  • I can describe the purpose and function of a computer simulation used in engineering. #dok1
  • I can identify the criteria and constraints related to a complex real-world problem. #dok1
  • I can summarize different proposed solutions to real-world challenges. #dok1
  • I can use a computer simulation to model a proposed solution based on given criteria and constraints. #dok2
  • I can distinguish between interactions within a system and between multiple systems. #dok2
  • I can compare the predicted impacts of different proposed solutions using simulation results. #dok2
  • I can evaluate how effectively a simulation models the impact of solutions on systems interactions. #dok3
  • I can analyze the strengths and limitations of simulations for modeling real-world problems. #dok3
  • I can justify modifications to proposed solutions based on simulation outcomes and system interactions. #dok4
Big Ideas
  • Computer simulations are powerful tools for modeling and predicting the impacts of proposed solutions to complex real-world problems with multiple criteria and constraints.
  • The effectiveness of a solution can be assessed by analyzing how it impacts the interactions within and between systems using computational models.
Essential Questions
  • How do computer simulations help engineers solve complex real-world problems?
  • What information do we need to create an accurate simulation of a proposed solution?
  • How can modeling interactions within and between systems inform better decision-making about solutions?
  • What are the limitations and benefits of using simulations when addressing problems with many criteria and constraints?
  • How do the criteria and constraints in a problem influence the choice of an optimal solution?