$\frac{p}{r}=\pm1 + \varepsilon \cdot\cos\sqrt{K\frac{M}{r^3}t^2}$.
Is there any technique or simple way to isolate $r$ ?
There's no way to do that. One thought some people have is to use complex arithmetic and try the Lambert W function, but as has been shown in other posts here, allowing complex numbers throws the equation off. You will have to solve numerically.
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There's no way to do that. One thought some people have is to use complex arithmetic and try the Lambert W function, but as has been shown in other posts here, allowing complex numbers throws the equation off. You will have to solve numerically.