Computational Scientist

Join Realta Fusion to help shape the future of fusion energy through advanced theory and computation. As a Computational Scientist, you will enable modeling breakthroughs to drive progress on next-generation magnetic mirror devices. The role contributes to theoretical and computational projects advancing the physics basis for the high-field axisymmetric magnetic mirror, including development and optimization of numerical models for the Wisconsin HTS Axisymmetric Mirror (WHAM) at the University of Wisconsin-Madison and future axisymmetric mirror devices at Realta. It involves collaborations with national laboratories and universities, publishing in peer-reviewed journals, and presenting at conferences.

Responsibilities

Lead and participate in theoretical and computational projects to advance the state-of-the-art in high-fidelity modeling of axisymmetric magnetic mirror devices; Apply high-performance computing models to guide the design of future axisymmetric mirror devices constructed at Realta; Employ state-of-the-art computational models to understand and explain experimental observations & trends; Conduct literature reviews, prepare reports and materials and disseminate information to appropriate entities; Identify, write, or assist in developing grant opportunities, grant applications, proposals and other materials to secure funding in a startup environment; Publish and present results to advance research and ensure credibility for our work in the field of plasma physics & fusion energy; Serve as an institutional subject matter expert and liaison with key internal and external stakeholders providing expert level information and representing the interests of a specialized research area; Foster a positive and inclusive work environment that aligns with the company's mission, values, and sustainability goals, promoting innovation, collaboration, and employee engagement

Requirements

PhD in Computer Science, Applied Mathematics, Plasma Physics, or a related field; Minimum of 3 years' experience in applied research; Expert in developing state of the art numerical tools (for example, using finite element methods to solve coupled PDEs); Familiarity with applying surrogate models to cascade results from high-fidelity models to lower-fidelity models; Understanding of magnetically confined fusion plasma heating and technologies, such as bias-induced rotation, electron cyclotron heating, neutral beam injection, and RF heating; Exceptional interpersonal and communication skills (written and verbal) to collaborate effectively with colleagues, external partners, and stakeholders; Demonstration of innovation capacity through IP generated and/or publications in the field

Benefits

Competitive compensation package, including equity stock options; Comprehensive benefits including health, dental, and vision insurance, plus a 401(k); Flexible paid time off (PTO) to support work-life balance; Work and live in Madison, Wisconsin