Polynomial Amplitude-Phase Assumption
Author: Tianjiang Shuo
Website: https://cislunarspace.cn
Definition
A shape function construction method proposed in this paper. It assumes that the amplitudes and phases of the approximate periodic orbit solution near libration points vary polynomially with time, thereby fitting the spiral characteristics of low-thrust transfer trajectories. The linear assumption is the simplest form; higher-order polynomials can approximate more complex transfer paths.
Application Value
This term has application value in the design and analysis of cislunar space missions, supporting trajectory design, mission planning, and system optimization. Researchers can analyze its physical mechanisms and engineering applicability based on specific mission requirements to advance cislunar space exploration technology.
Related Concepts
- Elliptic Restricted Three-Body Problem
- Dynamical Consistency
- Combined Covariance
- Nekhorosev Estimates
References
- 平动点周期轨道间小推力转移的Gauss伪谱法
