JMP0X1B Research

Paper 036 / Application 013 / June 13, 2026

BiosphereOS: A Closed-Loop Habitat Metabolism Stack for Off-World Civilization

closed-loop life support, habitat metabolism, ECLSS, bioregenerative systems, cybernetics

01 / Abstract

Abstract

A galactic civilization cannot be provisioned by cargo. It must metabolize. BiosphereOS is a proposed operating system for closed-loop habitat metabolism: a control, modeling, evidence, and governance layer that treats air, water, food, waste, microbes, minerals, power, heat, and crew physiology as one auditable metabolic process. The paper does not replace existing environmental control and life support systems (ECLSS); it reframes them as devices beneath a metabolic kernel. The grounded engineering claim is that long-duration off-world habitation requires explicit mass-balance ledgers, bioreactor state estimation, microbial commons governance, failure choreography, and signed evidence pipelines. The speculative claim is bolder: a mature habitat becomes a small synthetic Gaia, an autopoietic covenant between human intention, microbial intelligence, mineral memory, and energy. We formalize habitat closure, entropy debt, metabolic resilience, and a phased evidence program from bench loops to crewed chamber tests and lunar settlements. The non-negotiable spine is fission/fusion baseload power, cryogenic and high-temperature-superconductor power routing, quantum gravimetry for resource discovery, and directed-energy logistics for interplanetary supply gradients.

02 / Frame

Research Frame

This landing page publishes the paper as an auditable source bundle. The PDF carries the full mathematical argument, claims, evidence plan, implementation surface, and release notes.

\[ x(t) = [x_{\mathrm{gas}},x_{\mathrm{water}},x_{\mathrm{food}},x_{\mathrm{waste}},x_{\mathrm{bio}},x_{\mathrm{min}},x_{\mathrm{thermal}},x_{\mathrm{crew}}]^{\top}. \]
\[ \dot{x}(t) = S v(x(t),u(t),\theta(t)) + r_{\mathrm{crew}}(t) + r_{\mathrm{ISRU}}(t) + r_{\mathrm{import}}(t) - r_{\mathrm{leak}}(t) - r_{\mathrm{export}}(t) + \xi(t), \]

03 / Structure

Paper Structure

The manuscript follows the JMP0X1B discipline: state the problem, formalize the model, name the claims, and publish enough source material for review and revision.

01 / Problem

This section is included in the source manuscript and the PDF build for review.

02 / Model

This section is included in the source manuscript and the PDF build for review.

03 / Architecture

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04 / The non-negotiable practical spine

This section is included in the source manuscript and the PDF build for review.

04 / Files

Paper Files

The PDF is generated from the LaTeX source. Both are published for auditability and future revision.