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  • File:Hermigaaplot.jpg
    and function [[qua]], that approximates the phase of oscillation in the quadratic potential. As for qua, it can be determined in such a way, that $\mathrm{qua}'(z)=\sqrt{1\!-\!z^2}$, id est,
    (1,672 × 477 (247 KB)) - 08:37, 1 December 2018
  • File:Quaplot.jpg
    $y=\,$[[qua]]$(x)=\frac{1}{2}\big( x\sqrt{1\!-\!x^2}+\arcsin(x)\big)$ The additional horizontal grid line corresponds to $y=\,$[[qua]]$(1)=\pi/4\approx 0.785398$
    (2,096 × 1,681 (291 KB)) - 08:48, 1 December 2018
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