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Teacher lens

Make the budgets close.

The same spacecraft model at all six academic depths. Nothing below is written by hand — every cell is read from the disclosure layer the lesson actually uses.

What each depth is asked to produce

These requirements drive which inputs the learner sees.

Evidence requirements by academic depth
DepthPredictionTwo casesPlot or tableExplanationLimitationProvenance
Grades 9–10YesYesYesYesYesYes
Grades 11–12YesYesYesYesYesYes
UniversityYesYesYesYesYesYes

Which evidence channels are visible

A channel hidden at a depth is removed on the server. It never reaches the learner's browser.

Visible evidence channels by academic depth
ChannelGrades 9–10Grades 11–12University
mission stateYesYesYes

Learner wording and curriculum wording

Learners read the mission in plain language. The curriculum phrasing signed off in the frozen academic layer is unchanged, and is shown here so you can map one to the other.

Learner-facing wording against the academic phrasing
StepWhat the learner readsAcademic phrasing
Mission questionTwo designs, one mission. Which one actually closes every budget it has to?Which bounded spacecraft configuration best satisfies the stated mission criteria?
TheoryTwo designs, the same mission. Each is checked against its own stated limits, and every check has to hold.Define quantities, units, and the comparison you will calculate. Stage intent: compare two profiles.
PredictionBefore you run anything: which design do you expect to close every budget, and which check worries you most?Predict a quantitative difference between baseline and candidate.
RunCompile the trainer design first, then the engineering design. The mission is identical.Execute baseline/candidate Twin runs and export a table or plot. Runtime remains the frozen Twin; this plan does not execute physics.
AnalysisRead every check, not the headline. One budget that does not close is enough to stop a design.Calculate, model, compare, and test using simulated evidence only. Evidence intent: configuration record + trade matrix + justified design choice.
DecisionWhich configuration would you take forward, and which checks decided it?Recommend the candidate with quantitative support and stated uncertainty.
LimitationName one thing this configuration study does not establish about a real spacecraft.Name at least one frozen-model limitation that this experiment cannot answer.

What stays constant