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Abstract <p>In this contribution we review equations determining the evolution of of the orbital angular momentum vector together with the potentially misaligned rotation axes of the components of a close binary system. We briefly discuss their solution for this dynamical system. These equations incorporate a new ‘‘tidal’’ torque brought about by the action of Coriolis forces that was recently discovered by us. Some potential applications are also discussed.</p>

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A Theory of the Nondissipative Evolution of Misaligned Orbital and Spin Angular Momenta in a Close Binary System

  • 期刊论文

  • 发表日期：

    2025年12月1日

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  • P. B. Ivanov,
  • Y. A. Lazovik,
  • J. C. B. Papaloizou

摘要

Abstract

In this contribution we review equations determining the evolution of of the orbital angular momentum vector together with the potentially misaligned rotation axes of the components of a close binary system. We briefly discuss their solution for this dynamical system. These equations incorporate a new ‘‘tidal’’ torque brought about by the action of Coriolis forces that was recently discovered by us. Some potential applications are also discussed.