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  • Cislunar glossary (terms & definitions)

    • Cislunar Space Glossary
    • Dynamics models

      • Circular Restricted Three-Body Problem (CR3BP)
      • CR3BP with Low-Thrust (CR3BP-LT)
      • A2PPO (Attention-Augmented Proximal Policy Optimization)
      • Curriculum Learning
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      • /en/glossary/dynamics/batch-deployment.html
      • /en/glossary/dynamics/state-dependent-tsp.html
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      • /en/glossary/other/libration-point.html
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Parking Orbit

Author: CislunarSpace

Website: https://cislunarspace.cn

Definition

A parking orbit is an initial orbit where a spacecraft temporarily remains before executing its primary mission. In cislunar transfer missions, the LEO parking orbit is commonly used for waiting for launch windows and conducting system checkouts. Parking orbits are typically near-Earth circular orbits at altitudes between 200-500 km.

Key Elements

Functions of Parking Orbits

Parking orbits serve multiple functions in space missions:

  • Launch window waiting: Cislunar transfers require precise launch windows; the parking orbit allows the spacecraft to wait in orbit for the optimal transfer opportunity, avoiding window misses due to ground launch delays
  • System checkout and calibration: In the parking orbit, comprehensive checks of all spacecraft subsystems can be performed, including attitude control, propulsion, communications, and payload status
  • Orbital parameter adjustment: Through maneuvers in the parking orbit, departure point parameters of the transfer orbit can be fine-tuned to improve injection accuracy
  • Formation and docking: Multi-spacecraft missions can complete formation assembly or rendezvous docking in the parking orbit

Orbital Mechanics Characteristics of Parking Orbits

Parking orbits typically choose near-Earth circular orbits with key parameters including:

  • Altitude hhh: Usually 200-500 km, balancing atmospheric drag (low orbits decay quickly) and radiation environment (high orbits pass through the Van Allen belts)
  • Inclination iii: Determined by the launch site latitude, affecting the inclination change required for the subsequent transfer orbit
  • Eccentricity eee: Typically close to 0 (near-circular), ensuring orbital stability

The parking orbit period TTT is:

T=2π(RE+h)3μET = 2\pi\sqrt{\frac{(R_E + h)^3}{\mu_E}} T=2πμE​(RE​+h)3​​

where RER_ERE​ is Earth's radius and μE\mu_EμE​ is Earth's gravitational parameter. For a 400 km altitude parking orbit, the period is approximately 92 minutes.

Connection Between Parking Orbit and DRO Transfer

In the transfer scheme from LEO to DRO via lunar gravity assist studied by Wei et al. (2026), the LEO parking orbit is the starting point of the entire transfer:

  • From the parking orbit, the first impulsive maneuver enters the cislunar transfer orbit
  • The transfer orbit performs a lunar gravity assist to inject the spacecraft into DRO
  • The altitude and inclination of the parking orbit directly affect the ΔV\Delta VΔV requirement for the subsequent transfer

The velocity increment from parking orbit to transfer orbit ΔV1\Delta V_1ΔV1​ is:

ΔV1=∣vtransfer−vparking∣\Delta V_1 = |v_{\text{transfer}} - v_{\text{parking}}| ΔV1​=∣vtransfer​−vparking​∣

where vparkingv_{\text{parking}}vparking​ is the circular velocity of the parking orbit and vtransferv_{\text{transfer}}vtransfer​ is the transfer orbit velocity at the departure point.

Application Value

Parking orbits have a fundamental role in cislunar missions:

  • Launch flexibility: The parking orbit relaxes the launch window from strict timing constraints to an on-orbit waiting period, greatly improving launch success rates
  • Safety margin: In the parking orbit, spacecraft health can be confirmed before executing the high-energy cislunar transfer, reducing mission risk
  • Apollo heritage: Apollo crewed lunar missions extensively used parking orbits, validating the reliability of this approach for crewed deep-space missions
  • Commercial launch practice: Modern commercial cislunar missions (such as SpaceX lunar missions) also employ parking orbit schemes

Related Concepts

  • Transfer Orbit
  • Orbit Insertion
  • Distant Retrograde Orbit (DRO)

References

  • Wei Z et al. Research on lunar gravity-assist injection into cislunar distant retrograde orbit families[J]. 2026.
  • Vallado D A. Fundamentals of Astrodynamics and Applications[M]. 4th ed. 2013.
  • Griffin M D, French J R. Space Vehicle Design[M]. 2nd ed. 2004.
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Last Updated: 4/29/26, 11:30 AM
Contributors: Cron Job
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