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By plugging Iwer and Trex's equation to solve for x and y, we obtain the parametric equations, the solution to the Iwerlipse: | By plugging Iwer and Trex's equation to solve for x and y, we obtain the parametric equations, the solution to the Iwerlipse after <math>n frames</math>: | ||
<math>x = \pm \frac{v_xnt}{\sinh(t)} </math> | <math>x(n,t) = \pm \frac{v_xnt}{\sinh(t)} </math> | ||
<math>y(n,t) = v_in + \frac{a}{2}n^2\bigg(\coth(t)-\frac{t}{\sinh^2(t)}-\frac{D}{a}\bigg)</math> | |||
==See Also== | ==See Also== | ||
[[Straining]] | [[Straining]] |
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