* when the robot is in double contact, the center of mass is above the line
segment linking the two foot centers.
We assume that the center of mass is at the origin of the trunc.
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We assume that the center of mass is at the origin of the trunc.
Trajectories will be represented by polynomial splines. The coefficients of the splines are unknown. They are computed by solving a linear system of equations obtained by expressing the boundary constraints of the trajectories.
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@@ -771,6 +772,12 @@ when the robot is in double contact, the center of mass is above the line
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<divclass="paragraph"><p>We assume that the center of mass is at the origin of the trunc.</p></div>
<divclass="paragraph"><p>Trajectories will be represented by polynomial splines. The coefficients of the splines are unknown. They are computed by solving a linear system of equations obtained by expressing the boundary constraints of the trajectories.</p></div>