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Technical thoughts on space debris, orbital safety, and space environment governance

2026-07-06

[Classic Paper Review] The Origin of Kessler Syndrome — Collision Frequency of Artificial Satellites and the Creation of a Debris Belt

An in-depth review of the foundational 1978 paper by Donald J. Kessler and Burton G. Cour-Palais published in the Journal of Geophysical Research. The paper establishes the first mathematical model of artificial satellite collision frequency, introduces the concept of critical spatial density, and predicts collisional cascading of debris — now widely known as Kessler Syndrome. This work laid the theoretical foundation for space debris environment research and remains the scientific basis for Active Debris Removal (ADR) policy.

space debris Kessler Syndrome collision cascade active debris removal classic paper space environment

2026-07-04

[Cutting-Edge Tech Exploration] Efficient Collision Avoidance Manoeuvres under Multiple Polynomial Constraints — Optimal Collision Avoidance Under Polynomial Constraints

A review of the cutting-edge 2025 paper by Zeno Pavanello et al. published in Acta Astronautica. The paper leverages differential algebra to model collision avoidance maneuvers as polynomial programs, proposing a recursive linearization method that approximates high-order polynomial constraints as a sequence of quadratic programs, achieving optimal avoidance maneuver solutions within 0.1–0.5 seconds for multi-constraint, multi-conjunction scenarios.

collision avoidance trajectory optimization polynomial programming space situational awareness cutting-edge

2026-07-01

[Classic Paper Review] Proximal Policy Optimization — A Stable Training Paradigm for Deep RL

An in-depth review of Schulman et al.'s landmark 2017 paper 'Proximal Policy Optimization Algorithms.' PPO achieves stable and efficient policy gradient updates through a clipped surrogate objective, outperforming other online policy gradient methods on MuJoCo continuous control and Atari game benchmarks, and remains the core algorithm behind modern applications including RLHF.

reinforcement learning deep RL policy optimization classic paper

2026-06-29

[Classic Paper Review] Space Debris Environment Evolution — Earth Satellite Population Instability

An in-depth review of the landmark 2008 paper by Liou & Johnson published in Advances in Space Research. Using the LEGEND model, the paper simulates LEO debris evolution over 200 years, revealing that even with no future launches, debris population will continue growing due to collision chain reactions.

classic paper space debris environment evolution

2026-06-28

[Classic Paper Review] Attention Is All You Need — The Transformer Explained

An in-depth review of Vaswani et al.'s landmark 2017 NIPS paper 'Attention Is All You Need.' The paper introduces the Transformer architecture, the first sequence transduction model based entirely on attention mechanisms, dispensing with recurrence and convolutions entirely. It achieves SOTA performance on WMT 2014 English-German and English-French translation tasks with significantly reduced training time.

classic paper

2026-06-24

[Classic Paper Review] Low-Thrust Collision Avoidance in Circular Orbits

This article provides an in-depth review of the 2021 paper by Hernando-Ayuso & Bombardelli published in the Journal of Guidance, Control, and Dynamics. The paper reduces the low-thrust collision avoidance problem in circular orbits to a two-dimensional two-point boundary value problem (TPBVP), derives the optimal thrust direction via Pontryagin's maximum principle, and provides a fully analytical solution for tangential thrust — achieving sub-millisecond computation.

classic paper collision avoidance

2026-06-23

[Classic Paper Review] Optimal Impulsive Collision Avoidance in Low Earth Orbit

This article provides an in-depth review of the landmark 2015 paper by Bombardelli & Hernando-Ayuso, published in the Journal of Guidance, Control, and Dynamics, which reduces the optimal impulsive collision avoidance maneuver problem to an eigenvalue problem coupled with a simple nonlinear algebraic equation — enabling sub-millisecond solutions.

classic paper collision avoidance