Integral Invariant
Author: Tianjiang Shuo
Website: https://cislunarspace.cn
Definition
The property that the volume in phase space remains invariant under time evolution in Hamiltonian systems, reflecting Liouville's theorem.
Application Value
This concept has practical applications in cislunar space science and engineering. Related research supports the planning, implementation, and operations of cislunar missions, forming an integral part of the knowledge system in this field.
Related Concepts
- Multiple Segment Trajectory Design
- Zero-Velocity Surface
- Null Vector
- Circular Restricted Three-Body Problem
References
- Marchal - 1990 - The three-body problem
