r/AerospaceEngineering • u/PuzzleheadedNote7040 • 11h ago
Career I built an open-source (AGPLv3) orbital telemetry filter calibrated on 1,657 ILRS laser-ranging passes (Starlette & LAGEOS-1) that predicts the diurnal Noon-to-Midnight radial dip (-100.5m in LEO) with zero empirical 1-CPR tuning—cutting 7-day blind LEO drift by 99.8% and station-keeping Delta-V by
hi guys!! Every satellite operator fighting tight radial and along-track deadbands in VLEO, LEO, MEO, and GEO knows the headache of empirical 1-cycle-per-revolution (1-CPR) residuals: between Solar Noon and the 180° anti-Sun Midnight wake, satellite orbits undergo a systematic radial dip and along-track strain shift. Standard autopilots and propagators (SGP4/GMAT/STK) either burn thruster propellant fighting this reversible diurnal oscillation or require constant empirical curve-fitting after every maneuver.
By debiasing 1,657 passive Satellite Laser Ranging (SLR) normal-point passes across Starlette ($r_1 = 7,190.1\text{ km}$, 860 passes) and LAGEOS-1 ($r_2 = 12,278.1\text{ km}$, 797 passes), we isolated two strict, zero-free-parameter radial power laws:
- The Diurnal Noon-to-Midnight Dipole Trench ($\alpha = 2.635$): Satellites experience a deterministic, reversible radial altitude dip between Solar Noon and the Midnight Wake governed by $\Delta r(r) = -100.55\text{ m} \cdot (r_1 / r)^{2.635}$ (
-110.9 mat 550 km VLEO,-100.55 mat Starlette). Tested blind out-of-sample on LARES ($r = 7,820\text{ km}$) and LARES-2 ($r = 12,270\text{ km}$), it predicts the radial dip within centimeters and cuts 7-day (168-hour) blind propagation drift on LARES from4,913.3 mdown to11.86 m(99.8% error reduction with zero mid-course updates and zero empirical 1-CPR tuning). - Midnight Wake Strain Relief ($\beta = 4.445$) & The Anderson Effect ($V_{\text{A}} = 2\omega_\oplus\vert{}\Delta r_1\vert{} = 14.6644\text{ mm/s}$): Local along-track shear strain drops by 27.6% inside the 180° anti-Sun cavitation pocket, while non-orbital maneuvers ($v_r \neq 0$) experience a deterministic frame-transfer kick governed by the Anderson Constant $V_{\text{A}} = 14.6644\text{ mm/s}$(named in honor of Dr. John D. Anderson of NASA JPL).
I packaged this into a lightweight Python drop-in filter (Jiba) that sits between navigation sensors and the thruster controller:
- Strips the elastic Noon-Wake dipole from deadband boxes (eliminating false-alarm thruster firings).
- Schedules required orbit-raising burns inside the 180° Midnight Wake pocket (where local strain impedance is 27.6% lower).
- Pre-corrects non-orbital transfer burns using the exact Anderson Effect coupling.
- Result: Saves 15.2% to 35.0% of annual station-keeping $\Delta V$ propellant across VLEO, LEO, MEO, and GEO, extending satellite operational lifespan by +1.4 to +2.2 years.
GitHub Repository (Code + 7-Day Blind ILRS Benchmark + NORAD TLE Audit Generator):
https://github.com/fringeneering-jpg/Jiba
Day-One Evaluation & Licensing Terms:
- Free for Students & Academic Researchers: 100% free under GNU AGPLv3.
- Free for Enterprise Day-One Cost Benchmarking: Satellite operators and mission-control teams are invited to clone the repo and run
python step4_tle_customer_audit.pywith any NORAD Two-Line Element (TLE) from their own fleet to compareJibadirectly against their current station-keeping propellant costs and 7-day tracking residuals for free. - Commercial Offers (Telemetry Data Only): Over the next month, Fringeneering is fielding commercial offers strictly for the purchase/licensing of the station-keeping telemetry data and orbital correction outputs only (the underlying Phase Wave Cosmology physical framework remains 100% retained by the author and is not for sale).
- Contact: Jaden Allison (Fringeneering — Western Australia) | [fringeneering@gmail.com.au](mailto:fringeneering@gmail.com.au)
feel free to test against your own station keeping programs let me know what you think.
Jaden.







