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Hybrid Method for Uncertainty Propagation of Orbital Motion

Type: Journal Paper

Author : Inkwan Park; Daniel J. Scheeres

Year: 2018

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Restricted Full Three-Body Problem: Application to Binary System 1999 KW4

Type: Journal Paper

Author : Julie Bellerose; Daniel J. Scheeres

Year: 2008

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Computation and Applications of an Orbital Dynamics Symplectic State Transition Matrix

Type: Journal Paper

Author : Yuichi Tsuda; Daniel J. Scheeres

Year: 2009

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State Transition Matrix Approximation Using a Generalized Averaging Method

Type: Journal Paper

Author : Yuichi Tsuda; Daniel J. Scheeres

Year: 2009

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Nonlinear Attractive and Reachable Sets Under Optimal Control in Three-Body Problem

Type: Journal Paper

Author : Mai Bando; Daniel J. Scheeres

Year: 2018

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Solar-Sail Orbital Motion About Asteroids and Binary Asteroid Systems

Type: Journal Paper

Author : Jeannette Heiligers; Daniel J. Scheeres

Year: 2018

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Design of Bounded Relative Trajectories in the Earth Zonal Problem

Type: Journal Paper

Author : Nicola Baresi; Daniel J. Scheeres

Year: 2017

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Attractive Sets to Unstable Orbits Using Optimal Feedback Control

Type: Journal Paper

Author : Mai Bando; Daniel J. Scheeres

Year: 2016

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Solving Optimal Continuous Thrust Rendezvous Problems with Generating Functions

Type: Journal Paper

Author : Chandeok Park; Vincent Guibout; Daniel J. Scheeres

Year: 2006

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Long-Life Europa Geodesy Orbits Accounting for Navigation Uncertainties

Type: Journal Paper

Author : Dylan R. Boone; Daniel J. Scheeres

Year: 2014

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Hybrid Method for Uncertainty Propagation of Orbital Motion

Restricted Full Three-Body Problem: Application to Binary System 1999 KW4

Computation and Applications of an Orbital Dynamics Symplectic State Transition Matrix

State Transition Matrix Approximation Using a Generalized Averaging Method

Nonlinear Attractive and Reachable Sets Under Optimal Control in Three-Body Problem

Solar-Sail Orbital Motion About Asteroids and Binary Asteroid Systems

Design of Bounded Relative Trajectories in the Earth Zonal Problem

Attractive Sets to Unstable Orbits Using Optimal Feedback Control

Solving Optimal Continuous Thrust Rendezvous Problems with Generating Functions

Long-Life Europa Geodesy Orbits Accounting for Navigation Uncertainties

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Hybrid Method for Uncertainty Propagation of Orbital Motion

Restricted Full Three-Body Problem: Application to Binary System 1999 KW4

Computation and Applications of an Orbital Dynamics Symplectic State Transition Matrix

State Transition Matrix Approximation Using a Generalized Averaging Method

Nonlinear Attractive and Reachable Sets Under Optimal Control in Three-Body Problem

Solar-Sail Orbital Motion About Asteroids and Binary Asteroid Systems

Design of Bounded Relative Trajectories in the Earth Zonal Problem

Attractive Sets to Unstable Orbits Using Optimal Feedback Control

Solving Optimal Continuous Thrust Rendezvous Problems with Generating Functions

Long-Life Europa Geodesy Orbits Accounting for Navigation Uncertainties