equation 33.5 eq:expcav-torsion-eom

open in the book · parts/03-classical-mechanics/16-exp-cavendish.tex:300

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equation 33.5: eq:expcav-torsion-eom33.5proposition 33.9: The time-of-swing method33.9equation 33.6: eq:expcav-torsion-period33.6equation 33.10: eq:expcav-torque33.10proof : ch:16-exp-cavendish@proof-5proofequation 9.108: eq:slt-helmholtz-real9.108experiment : The Cavendish Torsion Balanceexperime…proposition 33.6: The working formula of the torsion balance33.6remark 33.5: Why the fibre must be fine, quantitatively33.5equation 33.11: eq:expcav-theta-solved33.11

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depends_on The time-of-swing method declared parts/03-classical-mechanics/16-exp-cavendish.tex:488
step_from eq:expcav-torsion-period declared — reading off $\omega=\sqrt{\kappa/I}$ from the harmonic solution and inverting $T=2\pi/\omega$ parts/03-classical-mechanics/16-exp-cavendish.tex:313