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New Perspective On Slosh Dynamics in High-Gravity Regimes for Lunar MissionsSlosh dynamics particularly in high gravity regime is of high interest to the NASA Human Landing Systems program, which aims to return humans to the Moon. This paper reexamines the commonly accepted equivalence between pendulum and mass-spring-damper mechanical analogies, demonstrating the differences through simulations and their impact on design and analysis. This study re-derives equations of motion for these mechanical models including mass-spring-damper (MSD) and pendulum by relaxing simplifying assumptions that had been typically applied to large launch vehicles and may be violated for lunar and planetary landing applications. The newly derived equations uncovers potential modeling gaps when applying the pendulum and MSD models, and the need for additional considerations in their application. Finally, the newly derived equations are validated using MathWorks® Simscape™ Multibody™ dynamics toolbox simulation.
Document ID
20250000709
Acquisition Source
Marshall Space Flight Center
Document Type
Presentation
Authors
Han Woong (Brian) Bae
(Marshall Space Flight Center Redstone Arsenal, Alabama, United States)
Kevin Geohagan
(ESSCA Hampton, Virginia, United States)
Kelly Barber
(ESSCA)
Ravi Purandare
(Marshall Space Flight Center Redstone Arsenal, United States)
Juan Orphee
(Marshall Space Flight Center Redstone Arsenal, Alabama, United States)
Date Acquired
January 17, 2025
Subject Category
Aircraft Design, Testing and Performance
Report/Patent Number
AAS-25-012
Meeting Information
Meeting: 47th Annual American Astronautical Society (AAS) Guidance, Navigation and Control (GN&C) Conference
Location: Breckenridge, CO
Country: US
Start Date: January 31, 2025
End Date: February 5, 2025
Sponsors: American Astronautical Society
Funding Number(s)
CONTRACT_GRANT: 80MSFC18C0011
WBS: 954879.06.03.06.62
Distribution Limits
Public
Copyright
Public Use Permitted.
Technical Review
NASA Peer Committee
Keywords
Slosh
Multibody Dynamics
Control System
Stability
Mechanical Analogies
Mass Spring Damper
Pendulum
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