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Senior Motion Control Optimization Engineer
Company | Albedo |
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Location | Denver, CO, USA |
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Salary | $176329 – $183627 |
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Type | Full-Time |
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Degrees | |
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Experience Level | Senior |
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Requirements
- Experience with optimization-based solutions for guidance, navigation, and control
- Familiar with guidance, navigation, and control systems for spacecraft or aircraft (or similar)
- Familiar with quaternion kinematics
- Experience with Control Moment Gyro systems, including the principles of CMG steering and control laws
- Ability to develop robust, modular, maintainable, and testable code in modern languages (Python, C++, Julia, etc) either manually or via auto-coding tools
- Experienced in one or more of the following: Advanced techniques for accurate short-term orbit prediction and extrapolation, including propagation, fitting/splining, and smoothing
- Optimal motion/trajectory planning for autonomous systems
- Software framework for flight control: schedulers, hardware drivers, sensor or actuator processing, fault detection, and state machines for mode control
- Demonstrated knowledge of the tools and processes used in developing software for real-time, deterministic, embedded control systems
- Experience in maintaining and troubleshooting robotic systems, including mechanical, electrical, and software components
Responsibilities
- Develop, test, and maintain software for optimization of spacecraft mission operations, including steering laws, mission planning optimization, constrained optimization, and optimal trajectory modeling during imaging events.
Preferred Qualifications
- Experience with pointing architecture or algorithms used on a scanning imaging satellite
- Experience with tuning feed-back and feed-ahead control algorithms via Bode, Nichols, Quantitative-feedback Theory (QFT), root locus, or phase-plane or related techniques
- Ability to design and implement FIR, discrete-sample-time filters
- Familiar with optimal control, MIMO system analysis and state space synthesis techniques
- Familiar with advanced distribution laws or inverse kinematics models