Title of article :
Affine symmetry in mechanics of collective and internal modes Part I. classical models
Author/Authors :
SLAWIANOWSKI، JAN J. نويسنده , , J.J. and Kovalchuk، نويسنده , , V. and S?awianowska، نويسنده , , A. and Go?ubowska، نويسنده , , B. and Martens، نويسنده , , A. and Ro?ko، نويسنده , , E.E. and Zawistowski، نويسنده , , Z.J.، نويسنده ,
Issue Information :
روزنامه با شماره پیاپی سال 2004
Pages :
55
From page :
373
To page :
427
Abstract :
Discussed is a model of collective and internal degrees of freedom with kinematics based on affine group and its subgroups. The main novelty in comparison with the previous attempts of this kind is that it is not only kinematics but also dynamics that is affinely-invariant. The relationship with the dynamics of integrable one-dimensional lattices is discussed. It is shown that affinely-invariant geodetic models may encode the dynamics of something like elastic vibrations.
Keywords :
Affine invariance , Nonlinear elasticity , Integrable lattices , collective modes
Journal title :
Reports on Mathematical Physics
Serial Year :
2004
Journal title :
Reports on Mathematical Physics
Record number :
1585649
Link To Document :
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