definition 19.30 Conservative force and potential energy

open in the book · parts/03-classical-mechanics/02-newtonian-dynamics.tex:823 · p. 742

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definition 19.30: Conservative force and potential energy19.30equation 19.2: eq:newt-second-law19.2postulate 19.8: Newton's second law19.8definition 27.13: Central force27.13definition 19.31: Energy19.31proposition 19.71: The Newtonian closed system is a Lagrangian system19.71definition 27.2: Translational equilibrium27.2phenomenon 19.50: Recoil and the conservation of momentum19.50theorem 19.62: Rotational second law for a system19.62definition 19.5: Linear momentum19.5postulate 19.6: Newton's first law19.6definition 19.34: Work19.34phenomenon 49.16: Pulsars: clocks at nuclear density49.16phenomenon 42.1: Universality of free fall42.1phenomenon 19.10: Force, mass and acceleration19.10postulate 19.22: Newton's second law, rotational case19.22postulate 19.48: Newton's third law19.48theorem 20.2: Parabolic trajectory20.2theorem 29.51: Equation of motion in a rotating frame29.51definition 21.15: Active force21.15definition 27.14: Central motion27.14definition 19.29: Kinetic energy19.29proposition 27.20: Conservation of energy27.20theorem 19.32: Conservation of energy19.32equation 19.4: eq:newt-fma19.4theorem 16.97: Equivalence with Newton's second law16.97proof : ch:02-newtonian-dynamics@proof-27proof

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depends_on eq:newt-second-law declared parts/03-classical-mechanics/02-newtonian-dynamics.tex:831
depends_on Newton's second law declared parts/03-classical-mechanics/02-newtonian-dynamics.tex:831
depends_on Central force declared parts/03-classical-mechanics/10-central-forces-statics.tex:387
depends_on Energy declared parts/03-classical-mechanics/02-newtonian-dynamics.tex:857
depends_on The Newtonian closed system is a Lagrangian system declared parts/03-classical-mechanics/02-newtonian-dynamics.tex:2180