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Classical mechanics : systems of particles and Hamiltonian dynamics / Walter Greiner.

Por: Idioma: Inglés Lenguaje original: Alemán Series Classical Theoretical PhysicsNew York : Springer , 2000Edición: 1a ediciónDescripción: xx, 542 páginas : figurasTipo de contenido:
  • text
Tipo de medio:
  • unmediated
Tipo de soporte:
  • volume
ISBN:
  • 0387951288
Tema(s): Clasificación CDD:
  • 531 G824c 2000
Contenidos:
I. NEWTONIAN MECHANICS IN MOVING COORDINATE SYSTEMS. 1. Newton's equation in a rotating coordinate system. - 2. Free fall on the rotating earth. - 3. Foucault's pendulum. -
II. MECHANICS OF PARTICLE SYSTEMS. 4. Degree of freedom. - 5. Center of gravity. - 6. Mechanical fundamental quantities of systems of mass points. -
III. VIBRATING SYSTEMS. 7. Vibrations of coupled mass points. - 8. The vibrating string. - 9. Fourier series. - 10. The vibrating membrane. -
IV. MECHANICS OF RIGID BODIES. 11. Rotation about a fixed axis. - 12. Rotation about a point. - 13. Theory of the top. -
V. LAGRANGE EQUATIONS. 14. Generalized coordinates. - 15. D'Alembert principle and derivation of the Lagrange equations. - 16. Lagrange equation for nonholonomic constraints. - 17. Special problems. -
VI. NONLINEAR DYNAMICS. 21. Dynamical systems. - 22. Stability of time-dependent paths. - 23. Bifurcations. - 24. Lyapunov exponents and chaos. - 25. Systems with chaotic dynamics. -
VIII. ON THE HISTORY OF MECHANICS. 26. Emergence of occidental physics in the seventeenth century.
Existencias
Tipo de ítem Biblioteca actual Colección Signatura topográfica Copia número Estado Fecha de vencimiento Código de barras
Libros Biblioteca Central Estantería General 531 G824c 2000 (Navegar estantería(Abre debajo)) c.1 Disponible 015356

Incluye índice.

Incluye referencias bibliográficas.

I. NEWTONIAN MECHANICS IN MOVING COORDINATE SYSTEMS. 1. Newton's equation in a rotating coordinate system. - 2. Free fall on the rotating earth. - 3. Foucault's pendulum. -

II. MECHANICS OF PARTICLE SYSTEMS. 4. Degree of freedom. - 5. Center of gravity. - 6. Mechanical fundamental quantities of systems of mass points. -

III. VIBRATING SYSTEMS. 7. Vibrations of coupled mass points. - 8. The vibrating string. - 9. Fourier series. - 10. The vibrating membrane. -

IV. MECHANICS OF RIGID BODIES. 11. Rotation about a fixed axis. - 12. Rotation about a point. - 13. Theory of the top. -

V. LAGRANGE EQUATIONS. 14. Generalized coordinates. - 15. D'Alembert principle and derivation of the Lagrange equations. - 16. Lagrange equation for nonholonomic constraints. - 17. Special problems. -

VI. NONLINEAR DYNAMICS. 21. Dynamical systems. - 22. Stability of time-dependent paths. - 23. Bifurcations. - 24. Lyapunov exponents and chaos. - 25. Systems with chaotic dynamics. -

VIII. ON THE HISTORY OF MECHANICS. 26. Emergence of occidental physics in the seventeenth century.

Título original: Mechanik: Teil 2.