Geometric control for nonlinear systems Lorraine
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منابع مشابه
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Many interesting dynamic systems in science and engineering evolve on a nonlinear, or curved, space that cannot be globally identified with a linear vector space. Such nonlinear spaces are referred to as manifolds, and they appear in various mechanical systems such as a pendulum, the attitude dynamics of a rigid body, or complex multibody systems. However, the geometric structures of a nonlinea...
متن کاملGeometric Controls on Nonlinear Manifolds for Complex Aerospace Systems
Many interesting dynamic systems in science and engineering evolve on a nonlinear, or curved, space that cannot be globally identified with a linear vector space. Such nonlinear spaces are referred to as manifolds, and they appear in various mechanical systems such as a pendulum, the attitude dynamics of a rigid body, or complex multibody systems. However, the geometric structures of a nonlinea...
متن کاملGeometric Controls on Nonlinear Manifolds for Complex Aerospace Systems
Many interesting dynamic systems in science and engineering evolve on a nonlinear, or curved, space that cannot be globally identified with a linear vector space. Such nonlinear spaces are referred to as manifolds, and they appear in various mechanical systems such as a simple pendulum, rotational attitude dynamics of a rigid body, or complex multibody systems. However, the geometric structures...
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تاریخ انتشار 2006