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Nebula in El Segundo, CA is seeking researchers to discretize and solve Maxwell's equations and related PDEs on graded grids using the Continuum Engine. You will own verification, validation, and data models with the materials team, ensuring physics-based design is robust and build-ready.
We require hands-on discretization of PDEs in production code and strong numerical analysis skills. On-site work is required, equity is offered as part of the compensation package in a high-growth startup.
Your role is to discretize and solve Maxwell's equations, and their thermal and elastic siblings, on graded grids. Continuum Engine is our design and simulation tool: it turns design intent into geometry a production process can build.
The solver work spans the full-wave and quasistatic regimes, the sub-cell and boundary treatments that keep them accurate, and the material and process data model they run on, where every property carries its provenance and uncertainty.
You will own the verification and validation program, from analytic and manufactured solutions to comparison against measured parts, and the data model alongside our materials team, so that a design is judged against the physics of what will be built.
We are looking for computational physicists, applied mathematicians and engineers with experience and interest in computational electromagnetics, the numerical analysis of partial differential equations, verification methodology, and homogenization and uncertainty quantification.
Every role works with our AI systems daily. What can be deterministic, must be. You need no AI background; we prefer people without one. We hire for your knowledge and experience in the field first, so you can steer the ship; the tooling is a learning curve we expect you to take on.
We work on-site in El Segundo. This is hard work, but you will be rewarded with equity in a company we believe will become one of the world's most valuable.
$100k to $350k base salary, plus equity