HS-ETS1-2 Engineering Design
Puerto Rico Vaccine Cooler Design Lab
A mobile clinic is delivering vaccines after a hurricane-triggered grid outage. Your job is to keep the cooler between 2°C and 8°C for 72 hours by breaking the larger cold-chain problem into smaller engineering problems, comparing subsystem options, and justifying your tradeoffs.
1. Break the problem apart
Select at least two sub-problems, decide what to test first, and commit to a priority before the mission run is unlocked.
Sub-problems to solve
Prediction before testing
2. Configure the field conditions
More pickups mean more lid events and more warm-air intrusion.
Higher severity means darker storm skies, tougher road conditions, and a hotter, more unstable field environment.
3. Assemble a design
4. Compare one subsystem with evidence
Required by HS-ETS1-2Use the same storm conditions to compare multiple solutions for one sub-problem before making your final decision.
Storm scene and cooler model
The canvas links the field conditions to the cooler state: hotter air, more openings, and weaker charging all change the thermal balance.
72-hour data traces
Track how internal temperature and battery charge change across the outage.
Subsystem comparison
Use the same scenario to compare multiple solutions for one sub-problem.
Evidence-based design rationale
Select your decomposition choices and compare a subsystem to generate an evidence-based explanation of how the smaller solutions connect back to the larger cold-chain problem.
Mission log
Record each full run so you can analyze patterns across trials.
| Trial | Priority | Subsystem tested first | Safe hrs | Peak temp | Cost | Mass | Score |
|---|
Why this phenomenon fits HS-ETS1-2
This design challenge is complex because the mobile clinic must solve several connected problems at the same time: slowing heat gain, storing or generating cooling energy, reducing access losses, and staying portable enough for damaged roads. Students use scientific evidence from temperature traces and subsystem comparisons to justify how smaller engineering decisions fit together into one larger cold-chain solution.