Group: Signal Design Group (SDG)
Summary
Location: Bengaluru
Job type: Full time
Work Policy: 100% in-office
Joining Date: Immediately
Minimum Experience: 4+ yrs (can be hands-on academic experience)
CTC: Don’t worry we value your talent
About the Role
We are looking for a highly motivated GNSS Navigation Engineer to join our team at VyomIC, where we are building the next-generation Global LEO- PNT(Positioning, Navigation, and Timing) satellite constellation from India.
In this role, you will be responsible for developing robust and high-precision navigation solutions, including PVT estimation algorithms, signal processing pipelines, correction models, navigation message frameworks, and resilient positioning techniques for LEO-based systems.
You will work at the intersection of GNSS engineering, navigation algorithms, signal processing, and system architecture, helping define the core navigation intelligence of VyomIC’s constellation.
Key Responsibilities
- Design and develop advanced PVT (Position, Velocity, Time) algorithms for LEO-PNT systems.
- Develop and optimize:
- Pseudorange-based estimation techniques
- Doppler-based positioning and velocity estimation
- Carrier-phase processing techniques
- Navigation filtering and estimation pipelines
- Develop and implement correction techniques for:
- Ionospheric errors
- Tropospheric errors
- Satellite clock biases
- Multipath mitigation
- Measurement bias estimation
- Perform system-level simulation and modeling of GNSS signals.
- Support development of high-accuracy positioning services such as:
- PPP (Precise Point Positioning)
- Differential correction frameworks
- Hybrid GNSS + LEO positioning approaches
- Perform system-level simulation and modeling of GNSS and LEO-PNT signals.
- Analyze signal robustness under:
- Interference
- Jamming
- Spoofing
- Multipath environments
- High-dynamic LEO conditions
- Build simulation and validation environments for navigation performance evaluation.
- Conduct performance analysis for accuracy, integrity, availability, continuity, and convergence.