Embedded Software Developer (AXIOM) (R0000174)

Houston, TX, USA

Full-Time Exempt Position

U.S. Citizenship Required

About the Role

Intuitive Machines is working alongside our sister company, Axiom Space, to lead the charge of commercializing human spaceflight in Low Earth orbit via the Axiom Station. We proudly put forward an exceptional team that lives at the intersection of rigor and agility. We are seeking the best, the brightest and the driven to be a part of our innovative team.


· Design, implement and maintain embedded flight software features and improvements

· Analyze, test and perform I/O performance assessments upon integrated hardware/software solutions

· Interface with hardware design and development

· Draft unit/integration tests and coordinate high-level testing of features

Required Education/Experience/Skills

· B.S. in physics or engineering domain

· Experience in C/C++ development

· Experience with hardware/software integration

· Familiar with multiple communications protocols

· Organized, thorough and methodical approach to software quality and testing

· Excellent written and oral communication skills

· Capable of both high quantity and high quality output

· Ability to work in a fast paced, hard charging, high stakes environment

· A passion for spaceflight


· Experience with GSFC Core Flight Software (CFS) framework

· Experience with device driver implementations

· Experience with kernel modules and O/S priorities

· Experience with logging frameworks and their architecture

· Experience with xUnit compliant test frameworks

· Experience with Windows and POSIX-based operating systems

· Experience in an agile / scrum development environment

· Experience in Gitflow coordinated configuration management schemes

Essential Requirements

  • Must be a U.S. Citizen and successfully complete a U.S. government background investigation.

  • Applicant selected may be subject to government security investigation and must meet eligibility requirements

  • Work may involve sitting for extended periods