proposition 29.28 Free rotation of a symmetric body

open in the book · parts/03-classical-mechanics/12-rigid-body-rotating-frames.tex:834 · p. 985

Rests on

Supports

Neighborhood

Every logical edge within two steps of this node.

proposition 29.28: Free rotation of a symmetric body29.28definition 29.18: Classification of tops29.18theorem 29.25: Euler's equations29.25phenomenon 29.34: Free nutation of the Earth29.34proof : ch:12-rigid-body-rotating-frames@proof-18prooftheorem 29.16: Principal axes29.16postulate 19.22: Newton's second law, rotational case19.22theorem 29.7: Transport theorem29.7phenomenon 29.46: A fast spinning top does not fall29.46phenomenon 29.31: The intermediate-axis instability29.31proposition 29.26: The two integrals of torque-free motion29.26proposition 24.41: The free rigid body is a Lie–Poisson system24.41proof : ch:12-rigid-body-rotating-frames@proof-16proofexample 29.23: The polar moment of the Earth, and what it reveals29.23proof : ch:12-rigid-body-rotating-frames@proof-22proof

Edges

typedirectionnode provenancewhere
depends_on Classification of tops declared parts/03-classical-mechanics/12-rigid-body-rotating-frames.tex:852
depends_on Euler's equations declared parts/03-classical-mechanics/12-rigid-body-rotating-frames.tex:852
depends_on Free nutation of the Earth declared parts/03-classical-mechanics/12-rigid-body-rotating-frames.tex:1109
proves ch:12-rigid-body-rotating-frames@proof-18 declared parts/03-classical-mechanics/12-rigid-body-rotating-frames.tex:855