Reactivity Rocket Project
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  • Class Experiments
    • Class Experiments — Overview
    • Lab 1 · H₂O₂ Rates Calibration
    • Lab 2 · Ethanol & Methane Calorimetry
  • Assessment
    • Lab Report Scaffold
    • Syllabus Mapping
  • Lessons
    • W1L1 — Project Brief Slides

On this page

  • Mission
  • Roles (rotate weekly)
  • Deliverables
  • Syllabus dot points owned
  • Weekly milestones
  • Team-specific risks (this team’s lab work)
  • The H₂O₂ calibration lab design
    • Experiment 1 — Rate vs [H₂O₂]
    • Experiment 2 — Rate vs [KMnO₄]
    • Experiment 3 — Rate vs T (Arrhenius)
  • Calorimetry lab design — ethanol and methane
  • The stoichiometric worked answer (RC-D8) — what’s in it
  • What you don’t do
  • Cross-team interfaces
  • Lab report assignments

Team Charter — Rocket Chemistry

Published

May 12, 2026

Mission

Run the quantitative chemistry that answers the engineering question: given our measured H₂O₂ decomposition rates and our measured fuel calorimetry, is the design oxidiser flow sufficient to support the designed ethanol burn?

You produce three calibration curves from the H₂O₂/KMnO₄ rates lab, two energy-output curves from ethanol and methane calorimetry, and a single worked-stoichiometry document that combines them into an engineering answer.

The Walter rocket (1937), the Bell Rocket Belt, and the X-1 turbopump were all driven by the same chemistry you measure in this lab.

Roles (rotate weekly)

Role Responsibility
Lead Schedules team work, attends cross-team standup
Deputy Lead Steps up if Lead absent; owns ICD interface checks
Safety Officer Owns SOP-02 (H₂O₂ student work), observes SOP-03 (teacher 35% demo)
Build Assembles separating-funnel rates rig, water-bath calorimeter
Recorder Owns data tables; archives raw CSVs
Analyst Fits calibration curves, runs stoichiometric calculation

Deliverables

ID Deliverable Due Consumer
RC-D1 Pre-lab hypothesis: how do [H₂O₂], [KMnO₄], and T affect O₂ evolution rate from catalysed H₂O₂ decomposition? W2L4 All teams + Lab Report 1
RC-D2a Calibration curve 1: O₂ rate vs [H₂O₂] (3% and 6%) at fixed [KMnO₄] and T W2L5 Comp Eng, Lab Report 1
RC-D2b Calibration curve 2: O₂ rate vs [KMnO₄] at fixed [H₂O₂] and T W2L5 Comp Eng (catalyst saturation analysis), Lab Report 1
RC-D2c Calibration curve 3: O₂ rate vs T (Arrhenius) at fixed [H₂O₂] and [KMnO₄] W2L5 Comp Eng (activation energy), Lab Report 1
RC-D3 35% extrapolation prediction: from RC-D2a/b/c, predict the O₂ rate at 35% H₂O₂ before the teacher demo W2L5 (before demo) Lab Report 1
RC-D4 35% measured rate (teacher demonstration; team records the measurement) W2L5 RC-D5
RC-D5 Reconciliation: predicted (RC-D3) vs measured (RC-D4); named mechanism for any residual W2L5 Lab Report 1
RC-D6 Ethanol calorimetry: chemical power output (W) vs fuel flow rate; comparison to ethanol LHV (26.8 MJ/kg) W3L9 Comp Eng (efficiency factor), Lab Report 2
RC-D7 Methane calorimetry: same approach, for comparison W3L9 Comp Eng, Lab Report 2
RC-D8 Stoichiometric worked answer: given measured H₂O₂ rate and measured ethanol calorimetry, can 35% H₂O₂ at school-flow supply enough O₂ for a 0.5 g/min ethanol burn? Show working. W3L12 Manufacturing (informs vendor RFQ), Lab Report 3
RC-D9 Standalone titration write-up: HCl + NaOH endpoint with phenolphthalein W2L4 Lab Report 1 (neutralisation coverage)
RC-D10 Mg + HCl pop test demonstration (10 min, qualitative H₂ identification) W1L3 Lab Report 1
RC-D11 Final propellant brief: stoichiometric ratios, energy density, recommendation for vendor RFQ W3L11 Manufacturing (vendor RFQ)

Syllabus dot points owned

NSW Stage 5 Science:

  • CW1 chemical change at the particle level
  • CW2 types of reactions:
    • Decomposition (H₂O₂ → H₂O + O₂; catalysed)
    • Synthesis (combustion) (ethanol/methane + O₂ → CO₂ + H₂O)
    • Single displacement (Mg + HCl → MgCl₂ + H₂; demonstration scale)
    • Neutralisation (HCl + NaOH)
  • CW3 rates of reaction — primary coverage via the H₂O₂/KMnO₄ three-variable calibration
  • CW4 activation energy and catalysts — Arrhenius fit from RC-D2c
  • WS5.1 Questioning and predicting (RC-D1, RC-D3)
  • WS6 Conducting investigations (the rates lab + calorimetry)
  • WS7.2, 7.3 Processing and analysing data (calibration-curve fitting; residual analysis in RC-D5)
  • WS8 Problem solving (the stoichiometric worked answer in RC-D8)

Weekly milestones

Week Milestone Evidence
W1 Hypothesis written; SDS reviewed for H₂O₂ 35% (student awareness); Mg+HCl pop test done RC-D1 + signed SDS log + RC-D10
W2 All three H₂O₂ calibration curves measured; 35% prediction issued; teacher 35% demo observed; reconciliation written; standalone titration completed RC-D2a/b/c, RC-D3, RC-D4, RC-D5, RC-D9
W3 Ethanol + methane calorimetry done; stoichiometric worked answer written; propellant brief delivered RC-D6, RC-D7, RC-D8, RC-D11
W4 Reconciliation against vendor telemetry (if delivered); final report contribution Final report

Team-specific risks (this team’s lab work)

  • R-16 Mg + HCl H₂ evolution — ventilated reaction flask, max 0.5 g Mg per run, no ignition source within 0.5 m (other than the deliberate pop test ignition with the Bunsen splint)
  • R-17 1 M HCl / NaOH skin contact — nitrile gloves, eyewash
  • R-04, R-05 present only during LPG flame demo (run by Test Director, this team records calorimetry)
  • R-18 NEW 3% and 6% H₂O₂ skin contact — nitrile gloves, goggles (low concentration, standard Stage 5)
  • Teacher demonstration only: 35% H₂O₂ + KMnO₄ — team observes from 2 m line; teacher controls reagent dispensing (see SOP-03)

The H₂O₂ calibration lab design

You run three separate experiments with one variable changing each time. Use a separating-funnel-into-flask rig with an inverted graduated cylinder over a water trough for gas collection. Record gas volume every 10 s for 60-180 s. Fit a linear initial-rate slope.

Experiment 1 — Rate vs [H₂O₂]

Variable Values
[H₂O₂] (independent) 3% (drugstore), 6% (drugstore-strong)
[KMnO₄] (controlled) 0.10 M
Temperature (controlled) 25 °C ± 1
Volume H₂O₂ aliquot 50 mL
KMnO₄ delivery drip via separating funnel, 1 drop/s

Fit a line through (0, 0) to your two points; extrapolate to 35%. This is the prediction in RC-D3.

Experiment 2 — Rate vs [KMnO₄]

Variable Values
[KMnO₄] (independent) 0.05, 0.10, 0.20, 0.40 M
[H₂O₂] (controlled) 6%
Temperature (controlled) 25 °C ± 1

Look for catalyst saturation — does the curve plateau? At what [KMnO₄] does adding more catalyst stop helping? Real implication: the vendor’s peroxide system needs enough catalyst to be in the saturated regime, because their O₂ flow demand is set by the engine, not by the catalyst.

Experiment 3 — Rate vs T (Arrhenius)

Variable Values
Temperature (independent) 15 °C, 25 °C (room), 35 °C, 45 °C (warmed water bath)
[H₂O₂] (controlled) 6%
[KMnO₄] (controlled) 0.10 M

Plot ln(rate) vs 1/T; slope is −Eₐ/R. Compute the apparent activation energy. Compare to literature value for KMnO₄-catalysed H₂O₂ decomposition (~56 kJ/mol). Real implication: the vendor’s chamber warms during the burn, and the peroxide decomposition catalyst bed needs to operate stably across that temperature swing — your Arrhenius fit tells the vendor how much rate changes per 10 °C.

Calorimetry lab design — ethanol and methane

Standard water-bath calorimetry with a thermocouple:

  1. Pre-weighed ethanol burner (or LPG cylinder for methane).
  2. Bunsen-style flame heating ~200 mL of water in an aluminium beaker.
  3. K-type TC reads water temperature every 5 s.
  4. Run for 60 s; compute heat absorbed (Q = m·c·ΔT).
  5. Reweigh ethanol burner to get fuel mass consumed.
  6. Compute chemical power: P = Q/Δt.
  7. Compare to literature LHV (ethanol 26.8 MJ/kg; methane 50.0 MJ/kg).
  8. Combustion efficiency = (measured P / theoretical P from LHV × ṁ).

Repeat at two fuel flow rates per fuel. Plot P vs ṁ_fuel.

The stoichiometric worked answer (RC-D8) — what’s in it

Given:

  • Your measured [H₂O₂] vs rate curve (from RC-D2a, extrapolated to 35%)
  • Your measured ethanol calorimetry (from RC-D6)
  • The vendor’s design ethanol flow rate (0.5 g/min, set by Manufacturing)

Compute:

  1. O₂ demand for the ethanol burn: (ethanol mass flow) × (3 mol O₂/mol ethanol × 32 g/mol ÷ 46 g/mol) = O₂ mass flow
  2. Convert to O₂ volumetric flow at STP
  3. Required H₂O₂ flow rate (35%) to produce that O₂ rate
  4. Compare to your measured rate; is the school-scale rig sufficient?

If yes, conclude: “In principle, 35% H₂O₂ at flow X mL/min could supply the oxidiser for a 0.5 g/min ethanol burn at our design point. The vendor’s actual implementation uses [O₂ from cylinder | LOX | H₂O₂], which is their engineering choice.”

If no, conclude: “35% H₂O₂ at any reasonable school-scale flow cannot supply the oxidiser. The vendor must use a stronger oxidiser source. This is consistent with the Walter rocket history — they used 80% H₂O₂.”

Either conclusion is a valid Year 10 engineering result.

What you don’t do

  • You don’t electroplate (out of scope)
  • You don’t fabricate the chamber (Manufacturing)
  • You don’t handle the pressurised burn (vendor)
  • You don’t measure chamber wall temperature (Heat Exchanger)
  • You don’t dispense 35% H₂O₂ (teacher only)

Cross-team interfaces

  • From Materials: Cu coupons for galvanic series demonstration
  • From Manufacturing: design ethanol flow rate for the stoichiometric calc
  • To Manufacturing: RC-D11 propellant brief
  • To Comp Eng: measured calibration curves + calorimetry (for Rust crate parameters)
  • To Heat Exchanger: burn-duration estimate from calorimetry
  • To everyone: RC-D8 — the worked engineering answer about feasibility

Lab report assignments

Every team member writes Lab Report 1 (rates calibration + standalone titration + Mg pop test + reconciliation) individually using shared data. Lab Reports 2-4 are written by all students across all teams using program-wide data.