theorem 19.25 Galilean covariance of the rotational second law

open in the book · parts/03-classical-mechanics/02-newtonian-dynamics.tex:703 · p. 741

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theorem 19.25: Galilean covariance of the rotational second law19.25definition 18.18: Galilean transformation18.18equation 19.14: eq:newt-torque19.14theorem 19.12: Galilean covariance of the second law19.12proof : ch:02-newtonian-dynamics@proof-8proofdefinition 18.8: Inertial frame of reference18.8postulate 18.14: Absolute time18.14postulate 18.16: Principle of Galilean relativity18.16proposition 18.20: The Galilean group18.20proposition 18.21: Galilean invariants18.21proposition 18.23: Transformation of velocity and acceleration18.23proposition 19.13: Which forces are admissible19.13remark 18.19: Why the map is affine, and what is assumed to make it so18.19remark 19.11: Mass is a Galilean scalar19.11definition 27.3: Rotational equilibrium27.3phenomenon 19.23: The lever arm19.23phenomenon 29.46: A fast spinning top does not fall29.46proposition 27.18: Conservation of angular momentum27.18proposition 20.13: Eastward deflection of a body dropped from rest20.13theorem 19.62: Rotational second law for a system19.62equation 29.21: eq:rigid-euler-vector29.21equation 19.4: eq:newt-fma19.4proof : ch:02-newtonian-dynamics@proof-3proof

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depends_on Galilean transformation declared parts/03-classical-mechanics/02-newtonian-dynamics.tex:712
depends_on eq:newt-torque declared parts/03-classical-mechanics/02-newtonian-dynamics.tex:712
depends_on Galilean covariance of the second law declared parts/03-classical-mechanics/02-newtonian-dynamics.tex:712
proves ch:02-newtonian-dynamics@proof-8 declared parts/03-classical-mechanics/02-newtonian-dynamics.tex:716