Mesh
Finite-element modeling of lattice structures — the cells that absorb a lander’s shock, isolate a payload, and ride out the swing between lunar day and night — under impact, contact, coupled heat, and large deformation, every cell resolved.
A cislunar mission runs on models nobody can afford to get wrong: the lattice that takes a lander’s shock, the power network that keeps a surface base alive through every outage, the deck whose modes must stay clear of the reaction wheels. Models that size usually go to a cluster, far from where the decision is made. Tensor runs them on one machine.
The unlock is a compact exact representation: a large grid or mesh problem replaced by a small exact object fixed at its boundary, with its decisions made by characters, divisors, cut-cycle coordinates, and prime-coded keys rather than by floating tolerances. One mathematics carries three offerings: lattice structures under shock, heat, and contact; power networks certified against every single-line outage; and modal clearance for flexible structures.
Same million-element lattice impact. Same equations, same mesh, same answers.
Finite-element modeling of lattice structures — the cells that absorb a lander’s shock, isolate a payload, and ride out the swing between lunar day and night — under impact, contact, coupled heat, and large deformation, every cell resolved.
Certified headroom for a new data center, generating project, or lunar base load: how many megawatts the network can reliably take across your demand range and every single-line outage, and the exact demand and outage that would take them away. You get the number with its proof, instead of re-solving your network once per outage and per demand case.
Modal analysis for flexible structures: which modes of a finite-element model fall inside the frequency bands that matter, counted exactly rather than estimated — for a payload deck that must stay clear of its reaction wheels and antenna mechanisms across every payload and mounting change.
The three offerings share one engine, the Holonomic Boundary Compiler. A model is answered from the small exact object its boundary fixes, not from its whole interior. On the lattice slab, memory held at 1.7 to 1.8 GB from two cells wide to 384 — a 36,864-fold range in elements — and a million-bus outage atlas fits in a certificate under a kilobyte.
Tell us the model that is too large, too slow, or too far from a cluster to run where you need the answer. A scoped, direct conversation follows — no tiers, no funnel.