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[AMR] Summarize W4 content
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@@ -40,6 +40,7 @@
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\bi{Gen. eq. of Motion} $\dot{x}_1 = v\cos(\theta)$, $\dot{x}_2 = v\sin(\theta)$, $\dot{\theta} = \Omega$,
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with $v = 0.5\cdot(\omega_l r_l + \omega_r + r_r)$, $\Omega = \frac{\omega_r r_r - \omega_l r_l}{w}$
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% TODO: Consider adding wheel constraints (planar) here as well (from W05 slides)
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\textit{Straight}: $v = \omega_l r_l = \omega_r r_r$, $\Omega = 0$, $D = v\Delta t$.\\
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$\vec{b}_s = \begin{bmatrix}
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D \cos(\theta) \\
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