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// Copyright (c) 2014 CNRS |
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// Authors: Florent Lamiraux |
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// |
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// Redistribution and use in source and binary forms, with or without |
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// modification, are permitted provided that the following conditions are |
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// met: |
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// |
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// 1. Redistributions of source code must retain the above copyright |
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// notice, this list of conditions and the following disclaimer. |
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// |
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// 2. Redistributions in binary form must reproduce the above copyright |
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// notice, this list of conditions and the following disclaimer in the |
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// documentation and/or other materials provided with the distribution. |
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// |
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// THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS |
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// "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT |
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// LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR |
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// A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT |
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// HOLDER OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, |
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// SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT |
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// LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, |
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// DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY |
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// THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT |
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// (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE |
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// OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH |
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// DAMAGE. |
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#ifndef HPP_CORE_CONFIG_PROJECTOR_HH |
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#define HPP_CORE_CONFIG_PROJECTOR_HH |
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#include <Eigen/SVD> |
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#include <hpp/core/config.hh> |
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#include <hpp/core/constraint.hh> |
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#include <hpp/core/deprecated.hh> |
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#include <hpp/statistics/success-bin.hh> |
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namespace hpp { |
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namespace core { |
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typedef constraints::solver::BySubstitution BySubstitution; |
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/// \addtogroup constraints |
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/// \{ |
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/** Implicit non-linear constraint |
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This class defines a numerical constraints on a robot configuration |
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of the form: |
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\f{eqnarray*} |
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f_1 (\mathbf{q}) & = \mbox{or} \leq & f_1^0 \\ |
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& \vdots\\ |
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f_m (\mathbf{q}) & = \mbox{or} \leq & f_m^0 |
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\f} |
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Functions \f$f_i\f$ are \ref constraints::DifferentiableFunction |
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"differentiable functions". Vectors \f$f_i^0\f$ are called |
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<b>right hand side</b>. |
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The constraints are solved numerically by a Newton Raphson like method. |
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Numerical constraints can be added using method |
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ConfigProjector::add. Default parameter of this method define |
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equality constraints, but inequality constraints can also be defined by |
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passing an object of type ComparisonType to method. |
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*/ |
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class HPP_CORE_DLLAPI ConfigProjector : public Constraint { |
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public: |
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enum LineSearchType { Backtracking, ErrorNormBased, FixedSequence, Constant }; |
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/// Return shared pointer to new object |
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/// \param robot robot the constraint applies to. |
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/// \param errorThreshold norm of the value of the constraint under which |
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/// the constraint is considered satified, |
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/// \param maxIterations maximal number of iteration in the resolution of |
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/// the constraint. |
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static ConfigProjectorPtr_t create(const DevicePtr_t& robot, |
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const std::string& name, |
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value_type errorThreshold, |
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size_type maxIterations); |
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/// Return shared pointer to copy |
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/// \param cp shared pointer to object to copy |
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static ConfigProjectorPtr_t createCopy(const ConfigProjectorPtr_t cp); |
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/// return shared pointer to copy |
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virtual ConstraintPtr_t copy() const; |
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/// Destructor |
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virtual ~ConfigProjector(); |
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/// Check that numerical constraint is in config projector |
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/// \param numericalConstraint numerical constraint |
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/// \return true if numerical constraint is already in config projector |
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/// whatever the passive dofs are. |
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bool contains(const constraints::ImplicitPtr_t& numericalConstraint) const; |
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/// Add a numerical constraint |
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/// |
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/// \note The intervals are interpreted as a list of couple |
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/// (index_start, length) and NOT as (index_start, index_end). |
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/// |
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/// \param numericalConstraint The numerical constraint. |
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/// \param priority priority of the function. The last level might be |
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/// optional. |
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/// \return false if numerical constraint had already been inserted. |
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bool add(const constraints::ImplicitPtr_t& numericalConstraint, |
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const std::size_t priority = 0); |
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void lastIsOptional(bool optional); |
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bool lastIsOptional() const; |
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/// Optimize the configuration while respecting the constraints |
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/// The input configuration must already satisfy the constraints. |
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/// \return true if the configuration was optimized. |
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/// \param maxIter if 0, use maxIterations(). |
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bool optimize(ConfigurationOut_t config, std::size_t maxIter = 0); |
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/// Get robot |
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const DevicePtr_t& robot() const { return robot_; } |
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/// Project velocity on constraint tangent space in "from" |
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/// |
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/// \param from configuration, |
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/// \param velocity velocity to project |
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/// |
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/// \f[ |
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/// \textbf{q}_{res} = \left(I_n - |
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/// J^{+}J(\textbf{q}_{from})\right) (\textbf{v}) |
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/// \f] |
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void projectVectorOnKernel(ConfigurationIn_t from, vectorIn_t velocity, |
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vectorOut_t result); |
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/// Project configuration "to" on constraint tangent space in "from" |
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/// |
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/// \param from configuration, |
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/// \param to configuration to project |
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/// |
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/// \f[ |
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/// \textbf{q}_{res} = \textbf{q}_{from} + \left(I_n - |
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/// J^{+}J(\textbf{q}_{from})\right) (\textbf{q}_{to} - \textbf{q}_{from}) |
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/// \f] |
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virtual void projectOnKernel(ConfigurationIn_t from, ConfigurationIn_t to, |
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ConfigurationOut_t result); |
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/// Compute value and reduced jacobian at a given configuration |
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/// |
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/// \param configuration input configuration |
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/// \retval value values of the differentiable functions stacked in a |
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/// vector, |
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/// \retval reducedJacobian Reduced Jacobian of the differentiable |
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/// functions stacked in a matrix. Reduced Jacobian is defined |
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/// as the Jacobian to which columns corresponding to explicit |
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/// constraints have been removed and to which columns corresponding |
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/// to passive dofs are set to 0. |
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void computeValueAndJacobian(ConfigurationIn_t configuration, |
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vectorOut_t value, matrixOut_t reducedJacobian); |
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/// \name Compression of locked degrees of freedom |
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/// |
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/// Degrees of freedom related to locked joint are not taken into |
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/// account in numerical constraint resolution. The following methods |
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/// Compress or uncompress vectors or matrices by removing lines and |
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/// columns corresponding to locked degrees of freedom. |
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/// \{ |
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/// Return the number of free variables |
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size_type numberFreeVariables() const; |
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/// Get constraint dimension |
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size_type dimension() const; |
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/// Compress Velocity vector by removing output of explicit constraints |
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/// |
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/// \param normal input velocity vector |
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/// \retval small compressed velocity vectors |
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void compressVector(vectorIn_t normal, vectorOut_t small) const; |
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/// Expand compressed velocity vector |
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/// |
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/// \param small compressed velocity vector without output of explicit |
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/// constraints |
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/// \retval normal uncompressed velocity vector. |
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void uncompressVector(vectorIn_t small, vectorOut_t normal) const; |
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/// Compress matrix |
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/// |
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/// \param normal input matrix |
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/// \retval small compressed matrix |
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/// \param rows whether to compress rows and colums or only columns |
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void compressMatrix(matrixIn_t normal, matrixOut_t small, |
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bool rows = true) const; |
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/// Uncompress matrix |
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/// |
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/// \param small input matrix |
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/// \retval normal uncompressed matrix |
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/// \param rows whether to uncompress rows and colums or only columns |
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void uncompressMatrix(matrixIn_t small, matrixOut_t normal, |
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bool rows = true) const; |
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/// \} |
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/// Set maximal number of iterations |
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void maxIterations(size_type iterations); |
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/// Get maximal number of iterations in config projector |
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size_type maxIterations() const; |
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/// Set error threshold |
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void errorThreshold(const value_type& threshold); |
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/// Get errorimal number of threshold in config projector |
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value_type errorThreshold() const; |
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value_type residualError() const; |
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const value_type& sigma() const; |
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/// \name Right hand side of equalities - inequalities |
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/// @{ |
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/// Set the right hand side from a configuration |
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/// |
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/// in such a way that the configuration satisfies the numerical |
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/// constraints |
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/// \param config the input configuration. |
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/// \return the right hand side |
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/// |
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/// \warning Only values of the right hand side corresponding to |
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/// \link Equality "equality constraints" \endlink are set. As a |
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/// result, the input configuration may not satisfy the other constraints. |
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/// The rationale is the following. Equality constraints define a |
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/// foliation of the configuration space. Leaves of the foliation are |
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/// defined by the value of the right hand side of the equality |
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/// constraints. This method is mainly used in manipulation planning |
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/// to retrieve the leaf a configuration lies on. |
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vector_t rightHandSideFromConfig(ConfigurationIn_t config); |
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/// Same as rightHandSideFromConfig(ConfigurationIn_t) but only for |
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/// the specified constraints::Implicit |
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void rightHandSideFromConfig(const constraints::ImplicitPtr_t& nm, |
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ConfigurationIn_t config); |
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/// Set the level set parameter. |
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/// \param param the level set parameter. |
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void rightHandSide(const vector_t& param); |
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/// Same as rightHandSide(vectorIn_t) but only for |
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/// the specified constraints::Implicit |
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void rightHandSide(const constraints::ImplicitPtr_t& nm, vectorIn_t rhs); |
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/// Get the level set parameter. |
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/// \return the parameter. |
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vector_t rightHandSide() const; |
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/// Update the right hand side using Implicit::rightHandSideAt |
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void rightHandSideAt(const value_type& s); |
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/// @} |
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/// Check whether a configuration statisfies the constraint. |
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/// \param config the configuration to test, |
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virtual bool isSatisfied(ConfigurationIn_t config); |
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/// Check whether a configuration statisfies the constraint. |
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/// \param config the configuration to test, |
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/// \param errorThreshold the threshold the norm of each constraint should |
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/// stay below. |
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virtual bool isSatisfied(ConfigurationIn_t config, value_type errorThreshold); |
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/// Check whether a configuration statisfies the constraint. |
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/// |
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/// \param config the configuration to check |
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/// \retval error concatenation of differences between value of numerical |
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/// constraints and |
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/// right hand side. |
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virtual bool isSatisfied(ConfigurationIn_t config, vector_t& error); |
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/// Get the statistics |
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::hpp::statistics::SuccessStatistics& statistics() { return statistics_; } |
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/// Get the numerical constraints of the config-projector (and so of the |
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/// Constraint Set) |
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const NumericalConstraints_t& numericalConstraints() const; |
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const BySubstitution& solver() const { return *solver_; } |
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BySubstitution& solver() { return *solver_; } |
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/// Set the line search type. |
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void lineSearchType(LineSearchType ls) { lineSearchType_ = ls; } |
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/// Get the line search type. |
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LineSearchType lineSearchType() const { return lineSearchType_; } |
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static void defaultLineSearch(LineSearchType ls); |
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protected: |
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/// Constructor |
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/// \param robot robot the constraint applies to. |
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/// \param errorThreshold norm of the value of the constraint under which |
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/// the constraint is considered satified, |
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/// \param maxIterations maximal number of iteration in the resolution of |
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/// the constraint. |
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ConfigProjector(const DevicePtr_t& robot, const std::string& name, |
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value_type errorThreshold, size_type maxIterations); |
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/// Copy constructor |
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ConfigProjector(const ConfigProjector& cp); |
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/// Store weak pointer to itself |
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void init(const ConfigProjectorPtr_t& self) { |
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Constraint::init(self); |
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weak_ = self; |
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} |
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/// Numerically solve constraint |
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virtual bool impl_compute(ConfigurationOut_t configuration); |
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private: |
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virtual std::ostream& print(std::ostream& os) const; |
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DevicePtr_t robot_; |
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static LineSearchType defaultLineSearch_; |
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LineSearchType lineSearchType_; |
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BySubstitution* solver_; |
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bool solverOneStep(ConfigurationOut_t config) const; |
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int solverSolve(ConfigurationOut_t config) const; |
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ConfigProjectorWkPtr_t weak_; |
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::hpp::statistics::SuccessStatistics statistics_; |
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✗ |
ConfigProjector() {} |
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HPP_SERIALIZABLE(); |
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}; // class ConfigProjector |
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/// \} |
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} // namespace core |
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} // namespace hpp |
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#endif // HPP_CORE_CONFIG_PROJECTOR_HH |
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