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<tr><tdclass="entry"><aclass="el" href="classdrake_1_1solvers_1_1_moby_l_c_p_solver.html#a793b4bef71b184ac87f03d80b21c04d2">ProgramAttributesSatisfied</a>(const MathematicalProgram &)</td><tdclass="entry"><aclass="el" href="classdrake_1_1solvers_1_1_moby_l_c_p_solver.html">MobyLCPSolver< T ></a></td><tdclass="entry"><spanclass="mlabel">static</span></td></tr>
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<trclass="even"><tdclass="entry"><aclass="el" href="classdrake_1_1solvers_1_1_moby_l_c_p_solver.html#a940b243c1e6bc23203756a73f2c80c6b">reset_num_pivots</a>()</td><tdclass="entry"><aclass="el" href="classdrake_1_1solvers_1_1_moby_l_c_p_solver.html">MobyLCPSolver< T ></a></td><tdclass="entry"></td></tr>
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<tr><tdclass="entry"><aclass="el" href="classdrake_1_1solvers_1_1_moby_l_c_p_solver.html#aac324298c671d9098ebbfacb0fdc3644">SetLoggingEnabled</a>(bool enabled)</td><tdclass="entry"><aclass="el" href="classdrake_1_1solvers_1_1_moby_l_c_p_solver.html">MobyLCPSolver< T ></a></td><tdclass="entry"></td></tr>
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<tr><tdclass="entry"><aclass="el" href="classdrake_1_1solvers_1_1_moby_l_c_p_solver.html#a660e092f9afa82d245a7f942ae8a0d1c">SetLoggingEnabled</a>(bool)</td><tdclass="entry"><aclass="el" href="classdrake_1_1solvers_1_1_moby_l_c_p_solver.html">MobyLCPSolver< T ></a></td><tdclass="entry"></td></tr>
<trclass="memitem:a8e270f319dccd9f904773b7bb86cc8b9"><tdclass="memItemLeft" align="right" valign="top">bool </td><tdclass="memItemRight" valign="bottom"><aclass="el" href="classdrake_1_1solvers_1_1_moby_l_c_p_solver.html#a8e270f319dccd9f904773b7bb86cc8b9">SolveLcpFast</a> (const <aclass="el" href="namespacedrake.html#a28c58d881c60e96f48a7a4e32a699b95">MatrixX</a>< T > &M, const <aclass="el" href="namespacedrake.html#a77dd228fb4dd66a2c17dd3f7f38ffd85">VectorX</a>< T > &q, <aclass="el" href="namespacedrake.html#a77dd228fb4dd66a2c17dd3f7f38ffd85">VectorX</a>< T > *z, const T &zero_tol=T(-1)) const</td></tr>
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<trclass="memdesc:a8e270f319dccd9f904773b7bb86cc8b9"><tdclass="mdescLeft"> </td><tdclass="mdescRight">Fast pivoting algorithm for LCPs of the form M = PAPᵀ, q = Pb, where b ∈ ℝᵐ, P ∈ ℝⁿˣᵐ, and A ∈ ℝᵐˣᵐ (where A is positive definite). <ahref="#a8e270f319dccd9f904773b7bb86cc8b9">More...</a><br/></td></tr>
<p>Returns the output port for the generalized forces implementing the control. </p>
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<p>(Deprecated.) </p><dlclass="deprecated"><dt><b><aclass="el" href="deprecated.html#_deprecated000021">Deprecated:</a></b></dt><dd>Use get_output_port_actuation() instead, which multiplies the generalized force by B⁻¹ to be consumed by MultibodyPlant's actuation input port. <br/>
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<p>(Deprecated.) </p><dlclass="deprecated"><dt><b><aclass="el" href="deprecated.html#_deprecated000022">Deprecated:</a></b></dt><dd>Use get_output_port_actuation() instead, which multiplies the generalized force by B⁻¹ to be consumed by MultibodyPlant's actuation input port. <br/>
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This will be removed from Drake on or after 2025-04-01.</dd></dl>
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