Efficient and Adaptive Orthogonal Finite Element Representation of the Geopotential
Accuracy and Efficiency Comparison of Six Numerical Integrators for Propagating Perturbed Orbits
We present the results of a comprehensive study in which the precision and efficiency of six numerical
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Picard Iteration, Chebyshev Polynomials and Chebyshev-Picard Methods: Application in Astrodynamics
Generalizations and Applications of the Lagrange Implicit Function Theorem
Automatic Generation and Integration of Equations of Motion for Flexible Multibody Dynamical Systems
In this paper, we consider a new direction for generating and simultaneously solving equations of motion for
...Efficient Computation of Optimal Low Thrust Gravity Perturbed Orbit Transfers
Attitude and interlock angle estimation using split-field-of-view star tracker
Modified Chebyshev-Picard Iteration Methods for Solution of Initial Value Problems
Considering Measurement Model Parameter Errors in Static and Dynamic Systems
Adaptation and Cooperation in Control of Multiple Robot Manipulators
We consider the dynamics and control of two or more multi-link robot manipulators cooperatively maneuvering a
...How Nonlinear Is It? A Tutorial on Nonlinearity of Orbit and Attitude Dynamics
Optimal Attitude and Position Determination from Line-of-Sight Measurements
In this paper an optimal solution to the problem of determining both vehicle attitude and position using line-of
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Modified Chebyshev-Picard Iteration Methods for Solution of Boundary Value Problems
Unified Lambert Tool for Massively Parallel Applications in Space Situational Awareness
Nonlinearity index of the cayley form
A high order method for estimation of dynamic systems