diff --git a/doxygen_cxx/classdrake_1_1multibody_1_1_curvilinear_joint-members.html b/doxygen_cxx/classdrake_1_1multibody_1_1_curvilinear_joint-members.html index b34cfcbd45..eb0256f1a3 100644 --- a/doxygen_cxx/classdrake_1_1multibody_1_1_curvilinear_joint-members.html +++ b/doxygen_cxx/classdrake_1_1multibody_1_1_curvilinear_joint-members.html @@ -201,86 +201,87 @@
const PiecewiseConstantCurvatureTrajectory<double>& get_trajectory | +( | +) | +const | +
this
joint.
How forces are added to a MultibodyTree model depends on the underlying implementation of a particular joint (for instance, mobilizer vs. constraint) and therefore specific Joint subclasses must provide a definition for this method. The default implementation is a no-op for joints with no damping.
-Reimplemented in QuaternionFloatingJoint< T >, RpyFloatingJoint< T >, RevoluteJoint< T >, CurvilinearJoint< T >, PrismaticJoint< T >, BallRpyJoint< T >, and UniversalJoint< T >.
+Reimplemented in QuaternionFloatingJoint< T >, RpyFloatingJoint< T >, CurvilinearJoint< T >, RevoluteJoint< T >, PrismaticJoint< T >, BallRpyJoint< T >, and UniversalJoint< T >.
diff --git a/doxygen_cxx/classdrake_1_1trajectories_1_1_piecewise_constant_curvature_trajectory-members.html b/doxygen_cxx/classdrake_1_1trajectories_1_1_piecewise_constant_curvature_trajectory-members.html index 59b638b199..19c1555479 100644 --- a/doxygen_cxx/classdrake_1_1trajectories_1_1_piecewise_constant_curvature_trajectory-members.html +++ b/doxygen_cxx/classdrake_1_1trajectories_1_1_piecewise_constant_curvature_trajectory-members.html @@ -182,15 +182,15 @@true
if this
trajectory is periodic. More...1e-8
false
true
.true
.Calculates the trajectory's pose X_AM(s) at the given arclength s.
-s | The query arclength in meters. |
tolerance | The tolerance for the pose equality check. |
true
if the trajectory is periodic within a given tolerance
.Periodicity is defined as the beginning and end poses X_AM(sâ‚€) and X_AM(sâ‚™) being equal up to the same tolerance, checked via RigidTransform::IsNearlyEqualTo() using tolerance
.
tolerance | The tolerance for periodicity check. |
true
if this
trajectory is periodic. That is, X_AM(s) = X_AM(s + k⋅L) ∀ k ∈ ℤ, where L equals length().