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    • https://phys.libretexts.org/Bookshelves/Classical_Mechanics/Graduate_Classical_Mechanics_(Fowler)/22%3A_Resonant_Nonlinear_Oscillations/22.02%3A_Frequency_of_Oscillation_of_a_Particle_is_a_Slightly_Anharmonic_Potential
      Furthermore, even if we did somehow have the value of ω exactly right, this expression would not be a full solution to the equation: the motion is certainly periodic with period \(2 \pi / \om...Furthermore, even if we did somehow have the value of ω exactly right, this expression would not be a full solution to the equation: the motion is certainly periodic with period 2π/ω, but the complete description of the motion is a Fourier series including frequencies nω,n an integer, since the potential is no longer simple harmonic.

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