Mechanical
Material and mechanism selection, sourced. CAD still to come
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Material and mechanism selection against the specification. Every figure is sourced; §6 lists the references.
No CAD yet. What is fixed here is what the CAD will be made of and what the joints will be made from — the decisions that have to precede geometry.
1. Structure
| Property | 7075-T6 aluminium | Carbon fibre composite | Source |
|---|---|---|---|
| Density | 2.81 g/cm³ | 1.55 g/cm³ | [1][3] |
| Young's modulus | 71.7 GPa | — | [1] |
| Tensile strength | 572 MPa | — | [1] |
| Specific stiffness | 26 GPa·SG⁻¹ | 30+ GPa·SG⁻¹ | [2] |
| Specific tensile strength | baseline | ~3.8× aluminium | [3] |
| Stiffness at equal weight | baseline | ~3× aluminium | [4] |
| Reported substitution gain | — | 40% mass saved, 80% stiffer against 7075 | [4] |
Selection: carbon fibre composite for long members, 7075-T6 at joints and load-introduction points.
This is not a preference, it is what the mass loop leaves room for. The actuator finding in
../electrical/showsf_actis under severe pressure — nothing below 80 Nm/kg keeps it inside the assumed range. If actuators are going to sit at the top of their band, structure has to sit at the top of its own, and a 40% saving against 7075 is the difference between a loop that closes and one that does not.Aluminium stays where composite is poor: bolted joints, bearing seats, anywhere load enters a member through a small area. Composite carries length; metal carries concentration.
f_str is not closed by this. Material fixes the density and the modulus; the mass fraction depends on section sizing, safety factor and joint design, none of which exist yet. Spec 02.2 leaves it at 0.25–0.35 and it stays there — but the choice above is what makes the lower end reachable rather than aspirational.
2. Reducers, by joint class
| Class | Mechanism | Why |
|---|---|---|
| Hip, knee | Cycloidal / RV | ~85% efficiency, and many pins share the load so it absorbs the shock that footfall delivers and that strain-wave gears are damaged by [5][6] |
| Shoulder, elbow | QDD planetary, 6:1–15:1 | Backdrivable — see below |
| Wrist, neck | Harmonic | Smallest and lightest at high ratio, best precision, and these joints see no shock [5][6] |
The arms are the interesting case, and the specification decides it. Harmonic drives are the industry standard for robot arms [6] and are lighter than cycloidal at the same ratio — but at high ratio they are effectively non-backdrivable. A stalled arm cannot yield: contact force becomes whatever the controller commands, with nothing mechanical setting a ceiling.
Spec 01 puts safe human contact in the core group. QDD at 6:1–15:1 keeps the arm backdrivable, which makes compliance a property of the mechanism rather than a promise made by software that can fail. The cost is torque density, and §1 of the electrical selection shows there is very little of that to spare — so this is a real trade made deliberately, not a free choice.
Cycloidal reducers are heavier and bulkier with more parts [5], which is acceptable in the legs and not in the wrists.
3. Protection
The group 5 standard requires handgun rounds, blades and everyday impact together, and bullets and blades defeat armour by different mechanisms — a blade tip passes between soft fibres where a bullet does not. A single body facing both needs a layered package.
| Layer | Areal density | Source |
|---|---|---|
| Ballistic, NIJ IIIA, soft UHMWPE/aramid | 3.8–5.6 kg/m² | [7][8] |
| Stab, NIJ 0115 level 1, spike | ~3.2 kg/m² standalone | [9] |
| Integrated multi-threat package | ~6–9 kg/m² | [10] |
Against 1.6 m² of skin area at 1.65 m, at the coverage bands of spec 02.4: 4.8 kg at 50% coverage and 6 kg/m², up to 11.5 kg at 80% and 9 kg/m².
Armour is non-scaling mass. It enters
m_extand is multiplied byγ, so at γ = 2.6 the difference between 50% and 80% coverage is ~3 kg of armour and ~7 kg of body. Withf_actalready under pressure, coverage is the cheapest place to buy margin back — and the most visible thing to lose.
4. Shell layers
Spec 04.5 divides the shell into three layers that cannot substitute for one another: sense-and-heal, variable stiffness, and load-and-fire. All three are non-scaling mass competing with armour inside the same 15–25 kg budget.
Areal densities for the first two remain ⟦IMPL⟧ — no reliable published figure was found, and inventing one would put a number into the mass budget that nothing supports.
5. Open
⟦IMPL⟧ |
Depends on |
|---|---|
| Section sizing and safety factor | Load cases, which need a gait and a fall model |
| Joint range of motion, per joint | Mechanism layout |
| Bearing selection and preload | Joint loads |
| Areal density of the sense-and-heal and variable-stiffness layers | Materials not yet characterised at this scale |
| Fire layer temperature and duration | Must anchor to a firefighting-garment standard |