Value chain · CLM-0386
In plain terms
Even after making the money-year, currency, investment-return rate and satellite lifespan identical across the UK, European and US flagship studies, the gap between the cheapest and most expensive stays at roughly twenty to thirty-five times. Most of the apparent disagreement between these institutions is real, not an artefact of how the numbers were prepared, and the single biggest identified reason is that they assume very different prices for getting hardware into orbit.
The claim as recorded
After restating the core FOAK institutional comparison (Frazer-Nash BEIS, Frazer-Nash ESA, NASA OTPS RD1/RD2) to an identical currency, basis year, discount rate and asset life, the gap between the cheapest and most expensive remains at 19.0-20.1x (against NASA's RD1) to 32.8-36.5x (against NASA's RD2) -- essentially unchanged from, and in the RD2 comparison larger than, the roughly 20x recorded without any restatement in CLM-0360; this residual is not further decomposable from the held evidence beyond attributing its largest identified component to the launch-cost-per-kilogram assumption (CLM-0382), with the remainder attributed to genuine, unquantified architecture and scope difference between CASSIOPeiA and NASA's RD1/RD2 reference designs.
Scope and limits
This residual could be reduced further only by either (a) obtaining Frazer-Nash's full underlying cost model (not just its headline LCOE outputs) to test whether its assumed launch cost, once put on a truly common per-kg-to-GEO basis, alone explains the remaining gap, or (b) treating the residual as genuinely irreducible architecture difference. Those two explanations cannot currently be distinguished.
What it assumes
NASA figures use the validated bottom-up rebuild at CALC-062, not raw published figures; Frazer-Nash figures use the CRF approximation (validated to within ~25-30% at this scale of change, CLM-0377), since no bottom-up CASSIOPeiA model exists in the register.
Where it comes from
This is the project's own working, shown in full:
restate-lcoe.py trace, Sections 6(ii) and 7; write-up Sections 3(a)(ii) and 5.
Basis: dimensionless (residual spread, after restatement to GBP2024, 20yr, 3%/10% real)
Related records
- Answers question
- QST-004 not published in this release
Cite this
energyaperture.com/c/clm-0386
CLM-0386, Energy Aperture, as of 2026-09.