Symmetries and conserved quantities of the Rosenberg problem
Yi Zhang, Xue Yun, Ge Wei-Kuan
Abstract
Yi Zhang, Xue Yun, Ge Wei-Kuan
Abstract
The Rosenberg problem is a typical but not a too complex problem of nonholonomic mechanical systems. By using the theory of Noether symmetries of nonholonomic systems, the conserved quantities of the problem is successively deduced,and the final result is obtained.
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The Rosenberg problem is a typical but not a too complex problem of nonholonomic mechanical systems. By using the theory of Noether symmetries of nonholonomic systems, the conserved quantities of the problem is successively deduced,and the final result is obtained.
Key concepts: Noether's theorem, Nonholonomic system, Conserved quantity, Homogeneous space, Classical mechanics, Physics, Conservation law, Mathematical physics