Search Results - Biria, Ashley D.

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  1. 1
    The Lagrange coefficients of Vinti theory

    The Lagrange coefficients of Vinti theory by Biria, Ashley D.

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  2. 2
    Correction to: The Lagrange coefficients of Vinti theory

    Correction to: The Lagrange coefficients of Vinti theory by Biria, Ashley D.

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  3. 3
    Equinoctial elements for Vinti theory: Generalizations to an oblate spheroidal geometry

    Equinoctial elements for Vinti theory: Generalizations to an oblate spheroidal geometry by Biria, Ashley D., Russell, Ryan P.

    Published in Acta astronautica
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  4. 4
    Analytical Solution to the Vinti Problem in Oblate Spheroidal Equinoctial Orbital Elements

    Analytical Solution to the Vinti Problem in Oblate Spheroidal Equinoctial Orbital Elements by Biria, Ashley D., Russell, Ryan P.

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  5. 5
    Periodic Orbits in the Elliptical Relative Motion Problem with Space Surveillance Applications

    Periodic Orbits in the Elliptical Relative Motion Problem with Space Surveillance Applications by Biria, Ashley D, Russell, Ryan P

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  6. 6
    A satellite relative motion model including $$J_2$$ and $$J_3$$ via Vinti’s intermediary

    A satellite relative motion model including $$J_2$$ and $$J_3$$ via Vinti’s intermediary by Biria, Ashley D., Russell, Ryan P.

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  7. 7
    The Oblate Lambert Problem: Geometric Formulation and Solution of an Unperturbed, Generalized Lambert Problem Governed by Vinti’s Potential

    The Oblate Lambert Problem: Geometric Formulation and Solution of an Unperturbed, Generalized Lambert Problem Governed by Vinti’s Potential by Biria, Ashley D.

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  8. 8
    Revisiting Universal Variables for Robust, Analytical Orbit Propagation Under the Vinti Potential

    Revisiting Universal Variables for Robust, Analytical Orbit Propagation Under the Vinti Potential by Biria, Ashley D.

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  9. 9
    A satellite relative motion model including J2 and J3 via Vinti’s intermediary

    A satellite relative motion model including J2 and J3 via Vinti’s intermediary by Biria, Ashley D., Russell, Ryan P.

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