Directory: | ./ |
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File: | tests/test-gradient-based.cc |
Date: | 2024-08-10 11:29:48 |
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1 | // | ||
2 | // Copyright (c) 2014 CNRS | ||
3 | // Authors: Florent Lamiraux | ||
4 | // | ||
5 | |||
6 | // Redistribution and use in source and binary forms, with or without | ||
7 | // modification, are permitted provided that the following conditions are | ||
8 | // met: | ||
9 | // | ||
10 | // 1. Redistributions of source code must retain the above copyright | ||
11 | // notice, this list of conditions and the following disclaimer. | ||
12 | // | ||
13 | // 2. Redistributions in binary form must reproduce the above copyright | ||
14 | // notice, this list of conditions and the following disclaimer in the | ||
15 | // documentation and/or other materials provided with the distribution. | ||
16 | // | ||
17 | // THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS | ||
18 | // "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT | ||
19 | // LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR | ||
20 | // A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT | ||
21 | // HOLDER OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, | ||
22 | // SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT | ||
23 | // LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, | ||
24 | // DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY | ||
25 | // THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT | ||
26 | // (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE | ||
27 | // OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH | ||
28 | // DAMAGE. | ||
29 | |||
30 | #define BOOST_TEST_MODULE gradient_based | ||
31 | #include <hpp/fcl/shape/geometric_shapes.h> | ||
32 | |||
33 | #include <boost/test/included/unit_test.hpp> | ||
34 | #include <cmath> | ||
35 | #include <hpp/core/continuous-validation/dichotomy.hh> | ||
36 | #include <hpp/core/path-optimization/spline-gradient-based.hh> | ||
37 | #include <hpp/core/path-vector.hh> | ||
38 | #include <hpp/core/problem.hh> | ||
39 | #include <hpp/core/steering-method/straight.hh> | ||
40 | #include <hpp/pinocchio/collision-object.hh> | ||
41 | #include <hpp/pinocchio/device.hh> | ||
42 | #include <hpp/pinocchio/joint-collection.hh> | ||
43 | #include <hpp/pinocchio/joint.hh> | ||
44 | #include <hpp/pinocchio/urdf/util.hh> | ||
45 | #include <pinocchio/algorithm/frames.hpp> | ||
46 | #include <pinocchio/fwd.hpp> | ||
47 | #include <pinocchio/multibody/fcl.hpp> | ||
48 | #include <pinocchio/multibody/geometry.hpp> | ||
49 | |||
50 | using namespace hpp::core; | ||
51 | using namespace hpp::pinocchio; | ||
52 | |||
53 | BOOST_AUTO_TEST_SUITE(test_hpp_core) | ||
54 | |||
55 | // Build a box robot moving in the plane | ||
56 | 2 | DevicePtr_t createRobot() { | |
57 | std::string urdf( | ||
58 | "<robot name='test'>" | ||
59 | "<link name='body'>" | ||
60 | "<collision>" | ||
61 | "<geometry>" | ||
62 | "<cylinder length='.2' radius='.1'/>" | ||
63 | "</geometry>" | ||
64 | "</collision>" | ||
65 | "</link>" | ||
66 |
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2 | "</robot>"); |
67 | |||
68 |
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4 | DevicePtr_t robot = Device::create("test"); |
69 |
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2 | urdf::loadModelFromString(robot, 0, "", "planar", urdf, ""); |
70 | |||
71 |
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2 | BOOST_REQUIRE_EQUAL(robot->configSize(), 4); |
72 |
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2 | BOOST_REQUIRE_EQUAL(robot->numberDof(), 3); |
73 | |||
74 |
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4 | JointPtr_t rj = robot->getJointByName("root_joint"); |
75 |
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2 | BOOST_REQUIRE(rj); |
76 |
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2 | rj->upperBound(0, 2); |
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2 | rj->upperBound(1, 2); |
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2 | rj->lowerBound(0, -2); |
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2 | rj->lowerBound(1, -2); |
80 | 4 | return robot; | |
81 | 2 | } | |
82 | |||
83 | // Build a cylindrical robot moving in the plane | ||
84 | // | ||
85 | // Create a circular path from (-1,0) to (1,0) with nominal orientation | ||
86 | // with 3 waypoints of various orientations. | ||
87 | // Optimal path should be a straight line: all waypoints aligned. | ||
88 | // Check waypoints with expected value | ||
89 | |||
90 |
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4 | BOOST_AUTO_TEST_CASE(spline_optimization) { |
91 |
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4 | Eigen::IOFormat eigenFmt(Eigen::FullPrecision); |
92 |
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2 | ::hpp::debug::setVerbosityLevel(100); |
93 |
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2 | DevicePtr_t robot = createRobot(); |
94 |
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2 | Configuration_t q0(robot->configSize()); |
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2 | Configuration_t q1(robot->configSize()); |
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2 | Configuration_t q2(robot->configSize()); |
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2 | Configuration_t q3(robot->configSize()); |
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2 | Configuration_t q4(robot->configSize()); |
99 | 2 | value_type s = sqrt(2) / 2; | |
100 |
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2 | q0(0) = -1; |
101 |
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2 | q0(1) = 0; |
102 |
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2 | q0(2) = 1; |
103 |
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2 | q0(3) = 0; |
104 |
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2 | q1(0) = -s; |
105 |
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2 | q1(1) = s; |
106 |
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2 | q1(2) = s; |
107 |
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2 | q1(3) = s; |
108 |
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2 | q2(0) = 0; |
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2 | q2(1) = 1; |
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2 | q2(2) = 0; |
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2 | q2(3) = 1; |
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2 | q3(0) = s; |
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2 | q3(1) = s; |
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2 | q3(2) = s; |
115 |
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2 | q3(3) = s; |
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2 | q4(0) = 1; |
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2 | q4(1) = 0; |
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2 | q4(2) = 1; |
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2 | q4(3) = 0; |
120 | |||
121 |
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2 | ProblemPtr_t problem = Problem::create(robot); |
122 | 2 | SteeringMethodPtr_t sm = problem->steeringMethod(); | |
123 | PathVectorPtr_t path = | ||
124 |
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2 | PathVector::create(robot->configSize(), robot->numberDof()); |
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2 | path->appendPath((*sm)(q0, q1)); |
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2 | path->appendPath((*sm)(q1, q2)); |
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2 | path->appendPath((*sm)(q2, q3)); |
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2 | path->appendPath((*sm)(q3, q4)); |
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4 | problem->setParameter("SplineGradientBased/alphaInit", |
130 |
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4 | hpp::core::Parameter(1.)); |
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4 | problem->setParameter("SplineGradientBased/costThreshold", |
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4 | hpp::core::Parameter(1e-6)); |
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4 | problem->setParameter("SplineGradientBased/QPAccuracy", |
134 |
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4 | hpp::core::Parameter(1e-10)); |
135 | PathOptimizerPtr_t pathOptimizer1( | ||
136 |
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4 | pathOptimization::SplineGradientBased<path::BernsteinBasis, 1>::create( |
137 | 2 | problem)); | |
138 | PathOptimizerPtr_t pathOptimizer3( | ||
139 |
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4 | pathOptimization::SplineGradientBased<path::BernsteinBasis, 3>::create( |
140 | 2 | problem)); | |
141 | PathOptimizerPtr_t pathOptimizer5( | ||
142 |
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4 | pathOptimization::SplineGradientBased<path::BernsteinBasis, 5>::create( |
143 | 2 | problem)); | |
144 |
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2 | PathVectorPtr_t optimizedPath1(pathOptimizer1->optimize(path)); |
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2 | PathVectorPtr_t optimizedPath3(pathOptimizer3->optimize(path)); |
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2 | PathVectorPtr_t optimizedPath5(pathOptimizer5->optimize(path)); |
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2 | BOOST_CHECK(optimizedPath1->numberPaths() == 4); |
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2 | BOOST_CHECK(optimizedPath3->numberPaths() == 4); |
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2 | BOOST_CHECK(optimizedPath5->numberPaths() == 4); |
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2 | Configuration_t p00 = optimizedPath1->pathAtRank(0)->initial(); |
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2 | Configuration_t p01 = optimizedPath1->pathAtRank(0)->end(); |
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2 | Configuration_t p10 = optimizedPath1->pathAtRank(1)->initial(); |
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2 | Configuration_t p11 = optimizedPath1->pathAtRank(1)->end(); |
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2 | Configuration_t p20 = optimizedPath1->pathAtRank(2)->initial(); |
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2 | Configuration_t p21 = optimizedPath1->pathAtRank(2)->end(); |
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2 | Configuration_t p30 = optimizedPath1->pathAtRank(3)->initial(); |
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2 | Configuration_t p31 = optimizedPath1->pathAtRank(3)->end(); |
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2 | Configuration_t r1(robot->configSize()); |
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2 | Configuration_t r2(robot->configSize()); |
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2 | Configuration_t r3(robot->configSize()); |
161 | // Test spline of degree 1 | ||
162 |
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2 | r1 << -0.5, 0, 1, 0; |
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2 | r2 << 0.0, 0, 1, 0; |
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2 | r3 << 0.5, 0, 1, 0; |
165 | |||
166 | // Continuity | ||
167 |
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2 | BOOST_CHECK((p00 - q0).norm() < 1e-10); |
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2 | BOOST_CHECK((p01 - r1).norm() < 1e-10); |
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2 | BOOST_CHECK((p10 - r1).norm() < 1e-10); |
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2 | BOOST_CHECK((p11 - r2).norm() < 1e-10); |
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2 | BOOST_CHECK((p20 - r2).norm() < 1e-10); |
172 |
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2 | BOOST_CHECK((p21 - r3).norm() < 1e-10); |
173 |
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2 | BOOST_CHECK((p30 - r3).norm() < 1e-10); |
174 |
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2 | BOOST_CHECK((p31 - q4).norm() < 1e-10); |
175 | |||
176 | // Test spline of degree 3 | ||
177 |
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2 | p00 = optimizedPath3->pathAtRank(0)->initial(); |
178 |
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2 | p01 = optimizedPath3->pathAtRank(0)->end(); |
179 |
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2 | p10 = optimizedPath3->pathAtRank(1)->initial(); |
180 |
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2 | p11 = optimizedPath3->pathAtRank(1)->end(); |
181 |
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2 | p20 = optimizedPath3->pathAtRank(2)->initial(); |
182 |
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2 | p21 = optimizedPath3->pathAtRank(2)->end(); |
183 |
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2 | p30 = optimizedPath3->pathAtRank(3)->initial(); |
184 |
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2 | p31 = optimizedPath3->pathAtRank(3)->end(); |
185 | value_type L; | ||
186 |
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2 | vector_t v00(robot->numberDof()), v01(robot->numberDof()), |
187 |
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2 | v10(robot->numberDof()), v11(robot->numberDof()), v20(robot->numberDof()), |
188 |
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2 | v21(robot->numberDof()), v30(robot->numberDof()), v31(robot->numberDof()); |
189 |
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2 | L = optimizedPath3->pathAtRank(0)->length(); |
190 |
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2 | optimizedPath3->pathAtRank(0)->derivative(v00, 0, 1); |
191 |
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2 | optimizedPath3->pathAtRank(0)->derivative(v01, L, 1); |
192 |
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2 | L = optimizedPath3->pathAtRank(1)->length(); |
193 |
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2 | optimizedPath3->pathAtRank(1)->derivative(v10, 0, 1); |
194 |
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2 | optimizedPath3->pathAtRank(1)->derivative(v11, L, 1); |
195 |
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2 | L = optimizedPath3->pathAtRank(2)->length(); |
196 |
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2 | optimizedPath3->pathAtRank(2)->derivative(v20, 0, 1); |
197 |
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2 | optimizedPath3->pathAtRank(2)->derivative(v21, L, 1); |
198 |
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2 | L = optimizedPath3->pathAtRank(3)->length(); |
199 |
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2 | optimizedPath3->pathAtRank(3)->derivative(v30, 0, 1); |
200 |
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2 | optimizedPath3->pathAtRank(3)->derivative(v31, L, 1); |
201 | |||
202 |
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2 | r1 << -0.520833333333333, 0, 1, 0; |
203 |
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2 | r2 << 0, 0, 1, 0; |
204 |
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2 | r3 << 0.520833333333333, 0, 1, 0; |
205 | |||
206 | // Continuity | ||
207 |
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2 | BOOST_CHECK((p00 - q0).norm() < 1e-10); |
208 |
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2 | BOOST_CHECK((p01 - r1).norm() < 1e-10); |
209 |
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2 | BOOST_CHECK((p10 - r1).norm() < 1e-10); |
210 |
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2 | BOOST_CHECK((p11 - r2).norm() < 1e-10); |
211 |
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2 | BOOST_CHECK((p20 - r2).norm() < 1e-10); |
212 |
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2 | BOOST_CHECK((p21 - r3).norm() < 1e-10); |
213 |
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2 | BOOST_CHECK((p30 - r3).norm() < 1e-10); |
214 |
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2 | BOOST_CHECK((p31 - q4).norm() < 1e-10); |
215 | |||
216 |
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2 | vector_t v0(robot->numberDof()), v1(robot->numberDof()), |
217 |
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2 | v2(robot->numberDof()), v3(robot->numberDof()), v4(robot->numberDof()); |
218 |
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2 | v0 << 0, 0, 0; |
219 |
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2 | v1 << 0.562800733001311, 0, 0; |
220 |
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2 | v2 << 0.643200837715785, 0, 0; |
221 |
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2 | v3 << 0.562800733001311, 0, 0; |
222 |
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2 | v4 << 0, 0, 0; |
223 | |||
224 | // Continuity of the first derivative | ||
225 |
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2 | BOOST_CHECK((v00 - v0).norm() < 1e-10); |
226 |
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2 | BOOST_CHECK((v01 - v1).norm() < 1e-10); |
227 |
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2 | BOOST_CHECK((v10 - v1).norm() < 1e-10); |
228 |
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2 | BOOST_CHECK((v11 - v2).norm() < 1e-10); |
229 |
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2 | BOOST_CHECK((v20 - v2).norm() < 1e-10); |
230 |
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2 | BOOST_CHECK((v21 - v3).norm() < 1e-10); |
231 |
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2 | BOOST_CHECK((v30 - v3).norm() < 1e-10); |
232 |
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2 | BOOST_CHECK((v31 - v4).norm() < 1e-10); |
233 | |||
234 | // Test spline of degree 5 | ||
235 |
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2 | p00 = optimizedPath5->pathAtRank(0)->initial(); |
236 |
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2 | p01 = optimizedPath5->pathAtRank(0)->end(); |
237 |
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2 | p10 = optimizedPath5->pathAtRank(1)->initial(); |
238 |
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2 | p11 = optimizedPath5->pathAtRank(1)->end(); |
239 |
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2 | p20 = optimizedPath5->pathAtRank(2)->initial(); |
240 |
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2 | p21 = optimizedPath5->pathAtRank(2)->end(); |
241 |
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2 | p30 = optimizedPath5->pathAtRank(3)->initial(); |
242 |
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2 | p31 = optimizedPath5->pathAtRank(3)->end(); |
243 | |||
244 |
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2 | r1 << -0.553756964312603, 0, 1, 0; |
245 |
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2 | r2 << 0, 0, 1, 0; |
246 |
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2 | r3 << 0.553756964312603, 0, 1, 0; |
247 | |||
248 | // Continuity | ||
249 |
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2 | BOOST_CHECK((p00 - q0).norm() < 1e-9); |
250 |
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2 | BOOST_CHECK((p01 - r1).norm() < 1e-9); |
251 |
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2 | BOOST_CHECK((p10 - r1).norm() < 1e-9); |
252 |
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2 | BOOST_CHECK((p11 - r2).norm() < 1e-9); |
253 |
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2 | BOOST_CHECK((p20 - r2).norm() < 1e-9); |
254 |
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2 | BOOST_CHECK((p21 - r3).norm() < 1e-9); |
255 |
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2 | BOOST_CHECK((p30 - r3).norm() < 1e-9); |
256 |
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2 | BOOST_CHECK((p31 - q4).norm() < 1e-9); |
257 | |||
258 |
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2 | L = optimizedPath5->pathAtRank(0)->length(); |
259 |
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2 | optimizedPath5->pathAtRank(0)->derivative(v00, 0, 1); |
260 |
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2 | optimizedPath5->pathAtRank(0)->derivative(v01, L, 1); |
261 |
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2 | L = optimizedPath5->pathAtRank(1)->length(); |
262 |
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2 | optimizedPath5->pathAtRank(1)->derivative(v10, 0, 1); |
263 |
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2 | optimizedPath5->pathAtRank(1)->derivative(v11, L, 1); |
264 |
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2 | L = optimizedPath5->pathAtRank(2)->length(); |
265 |
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2 | optimizedPath5->pathAtRank(2)->derivative(v20, 0, 1); |
266 |
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2 | optimizedPath5->pathAtRank(2)->derivative(v21, L, 1); |
267 |
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2 | L = optimizedPath5->pathAtRank(3)->length(); |
268 |
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2 | optimizedPath5->pathAtRank(3)->derivative(v30, 0, 1); |
269 |
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2 | optimizedPath5->pathAtRank(3)->derivative(v31, L, 1); |
270 | |||
271 |
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2 | v1 << 0.626154708000684, 0, 0; |
272 |
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2 | v2 << 0.740925524548374, 0, 0; |
273 |
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2 | v3 << 0.626154708000684, 0, 0; |
274 | |||
275 | // Continuity of the first derivative | ||
276 |
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2 | BOOST_CHECK((v00 - v0).norm() < 1e-10); |
277 |
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2 | BOOST_CHECK((v01 - v1).norm() < 1e-10); |
278 |
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2 | BOOST_CHECK((v10 - v1).norm() < 1e-10); |
279 |
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2 | BOOST_CHECK((v11 - v2).norm() < 1e-10); |
280 |
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2 | BOOST_CHECK((v20 - v2).norm() < 1e-10); |
281 |
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2 | BOOST_CHECK((v21 - v3).norm() < 1e-10); |
282 |
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2 | BOOST_CHECK((v30 - v3).norm() < 1e-10); |
283 |
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2 | BOOST_CHECK((v31 - v4).norm() < 1e-10); |
284 | 2 | } | |
285 | |||
286 | // | ||
287 | // Same as previously, but with a cylindrical obstacle | ||
288 | // | ||
289 |
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4 | BOOST_AUTO_TEST_CASE(spline_optimization_obstacle) { |
290 |
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4 | Eigen::IOFormat eigenFmt(Eigen::FullPrecision); |
291 |
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2 | ::hpp::debug::setVerbosityLevel(100); |
292 |
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2 | DevicePtr_t robot = createRobot(); |
293 |
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2 | Configuration_t q0(robot->configSize()); |
294 |
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2 | Configuration_t q1(robot->configSize()); |
295 |
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2 | Configuration_t q2(robot->configSize()); |
296 |
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2 | Configuration_t q3(robot->configSize()); |
297 |
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2 | Configuration_t q4(robot->configSize()); |
298 | 2 | value_type s = sqrt(2) / 2; | |
299 | 2 | value_type L, t, cost, dt = 0.01; | |
300 |
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2 | q0(0) = -1; |
301 |
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2 | q0(1) = 0; |
302 |
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2 | q0(2) = 0; |
303 |
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2 | q0(3) = 1; |
304 |
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2 | q1(0) = -s; |
305 |
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2 | q1(1) = s; |
306 |
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2 | q1(2) = s; |
307 |
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2 | q1(3) = s; |
308 |
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2 | q2(0) = 0; |
309 |
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2 | q2(1) = 1; |
310 |
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2 | q2(2) = 1; |
311 |
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2 | q2(3) = 0; |
312 |
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2 | q3(0) = s; |
313 |
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2 | q3(1) = s; |
314 |
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2 | q3(2) = s; |
315 |
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2 | q3(3) = -s; |
316 |
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2 | q4(0) = 1; |
317 |
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2 | q4(1) = 0; |
318 |
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2 | q4(2) = 0; |
319 |
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2 | q4(3) = -1; |
320 | |||
321 |
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2 | ProblemPtr_t problem = Problem::create(robot); |
322 |
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2 | PathValidationPtr_t pv(continuousValidation::Dichotomy::create(robot, 0)); |
323 |
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2 | problem->pathValidation(pv); |
324 |
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2 | hpp::pinocchio::Model obstacleRModel; |
325 |
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2 | hpp::pinocchio::GeomModelPtr_t obstacleModel(new hpp::pinocchio::GeomModel); |
326 | hpp::pinocchio::GeomDataPtr_t obstacleData( | ||
327 |
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2 | new hpp::pinocchio::GeomData(*obstacleModel)); |
328 | pinocchio::GeometryObject::CollisionGeometryPtr cylinder( | ||
329 |
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2 | new hpp::fcl::Cylinder(0.2, 0.2)); |
330 |
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2 | matrix3_t I3(matrix3_t::Identity(3, 3)); |
331 |
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2 | vector3_t T; |
332 |
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2 | T << -.2, 0, 0; |
333 |
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2 | pinocchio::SE3 pose(I3, T); |
334 |
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4 | ::pinocchio::GeomIndex id = obstacleModel->addGeometryObject( |
335 |
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4 | ::pinocchio::GeometryObject("obstacle", 0, cylinder, pose), |
336 | obstacleRModel); | ||
337 |
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2 | obstacleData->oMg.resize(obstacleModel->ngeoms); |
338 |
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2 | obstacleData->oMg[id] = obstacleModel->geometryObjects[id].placement; |
339 | CollisionObjectPtr_t object( | ||
340 |
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4 | new CollisionObject(obstacleModel, obstacleData, id)); |
341 |
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2 | problem->addObstacle(object); |
342 | |||
343 | 2 | SteeringMethodPtr_t sm = problem->steeringMethod(); | |
344 | PathVectorPtr_t path = | ||
345 |
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2 | PathVector::create(robot->configSize(), robot->numberDof()); |
346 |
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2 | path->appendPath((*sm)(q0, q1)); |
347 |
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2 | path->appendPath((*sm)(q1, q2)); |
348 |
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2 | path->appendPath((*sm)(q2, q3)); |
349 |
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2 | path->appendPath((*sm)(q3, q4)); |
350 | |||
351 |
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4 | problem->setParameter("SplineGradientBased/alphaInit", |
352 |
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4 | hpp::core::Parameter(.5)); |
353 | PathOptimizerPtr_t pathOptimizer1( | ||
354 |
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4 | pathOptimization::SplineGradientBased<path::BernsteinBasis, 1>::create( |
355 | 2 | problem)); | |
356 | PathOptimizerPtr_t pathOptimizer3( | ||
357 |
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4 | pathOptimization::SplineGradientBased<path::BernsteinBasis, 3>::create( |
358 | 2 | problem)); | |
359 | PathOptimizerPtr_t pathOptimizer5( | ||
360 |
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4 | pathOptimization::SplineGradientBased<path::BernsteinBasis, 5>::create( |
361 | 2 | problem)); | |
362 |
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2 | PathVectorPtr_t optimizedPath1(pathOptimizer1->optimize(path)); |
363 |
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2 | BOOST_CHECK(optimizedPath1->numberPaths() == 4); |
364 |
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2 | Configuration_t p00 = optimizedPath1->pathAtRank(0)->initial(); |
365 |
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2 | Configuration_t p01 = optimizedPath1->pathAtRank(0)->end(); |
366 |
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2 | Configuration_t p10 = optimizedPath1->pathAtRank(1)->initial(); |
367 |
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2 | Configuration_t p11 = optimizedPath1->pathAtRank(1)->end(); |
368 |
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2 | Configuration_t p20 = optimizedPath1->pathAtRank(2)->initial(); |
369 |
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2 | Configuration_t p21 = optimizedPath1->pathAtRank(2)->end(); |
370 |
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2 | Configuration_t p30 = optimizedPath1->pathAtRank(3)->initial(); |
371 |
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2 | Configuration_t p31 = optimizedPath1->pathAtRank(3)->end(); |
372 |
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2 | Configuration_t r1(robot->configSize()); |
373 |
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2 | Configuration_t r2(robot->configSize()); |
374 |
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2 | Configuration_t r3(robot->configSize()); |
375 | // Test spline of degree 1 | ||
376 | // Continuity | ||
377 |
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2 | BOOST_CHECK((p00 - q0).norm() < 1e-10); |
378 |
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2 | BOOST_CHECK((p01 - p10).norm() < 1e-10); |
379 |
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2 | BOOST_CHECK((p11 - p20).norm() < 1e-10); |
380 |
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2 | BOOST_CHECK((p21 - p30).norm() < 1e-10); |
381 |
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2 | BOOST_CHECK((p31 - q4).norm() < 1e-10); |
382 |
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2 | L = optimizedPath1->length(); |
383 | 2 | t = 0; | |
384 | 2 | cost = 0; | |
385 |
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624 | while (t <= L) { |
386 |
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622 | vector3_t v; |
387 |
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622 | optimizedPath1->derivative(v, t, 1); |
388 |
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622 | cost += dt * v.norm(); |
389 | 622 | t += dt; | |
390 | } | ||
391 |
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2 | BOOST_CHECK(cost <= 4.); |
392 | // Test spline of degree 3 | ||
393 |
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2 | PathVectorPtr_t optimizedPath3(pathOptimizer3->optimize(path)); |
394 |
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2 | BOOST_CHECK(optimizedPath3->numberPaths() == 4); |
395 |
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2 | p00 = optimizedPath3->pathAtRank(0)->initial(); |
396 |
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2 | p01 = optimizedPath3->pathAtRank(0)->end(); |
397 |
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2 | p10 = optimizedPath3->pathAtRank(1)->initial(); |
398 |
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2 | p11 = optimizedPath3->pathAtRank(1)->end(); |
399 |
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2 | p20 = optimizedPath3->pathAtRank(2)->initial(); |
400 |
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2 | p21 = optimizedPath3->pathAtRank(2)->end(); |
401 |
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2 | p30 = optimizedPath3->pathAtRank(3)->initial(); |
402 |
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2 | p31 = optimizedPath3->pathAtRank(3)->end(); |
403 |
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2 | vector_t v00(robot->numberDof()), v01(robot->numberDof()), |
404 |
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2 | v10(robot->numberDof()), v11(robot->numberDof()), v20(robot->numberDof()), |
405 |
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2 | v21(robot->numberDof()), v30(robot->numberDof()), v31(robot->numberDof()); |
406 |
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2 | L = optimizedPath3->pathAtRank(0)->length(); |
407 |
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2 | optimizedPath3->pathAtRank(0)->derivative(v00, 0, 1); |
408 |
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2 | optimizedPath3->pathAtRank(0)->derivative(v01, L, 1); |
409 |
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2 | L = optimizedPath3->pathAtRank(1)->length(); |
410 |
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2 | optimizedPath3->pathAtRank(1)->derivative(v10, 0, 1); |
411 |
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2 | optimizedPath3->pathAtRank(1)->derivative(v11, L, 1); |
412 |
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2 | L = optimizedPath3->pathAtRank(2)->length(); |
413 |
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2 | optimizedPath3->pathAtRank(2)->derivative(v20, 0, 1); |
414 |
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2 | optimizedPath3->pathAtRank(2)->derivative(v21, L, 1); |
415 |
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2 | L = optimizedPath3->pathAtRank(3)->length(); |
416 |
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2 | optimizedPath3->pathAtRank(3)->derivative(v30, 0, 1); |
417 |
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2 | optimizedPath3->pathAtRank(3)->derivative(v31, L, 1); |
418 | |||
419 | // Continuity | ||
420 |
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2 | BOOST_CHECK((p00 - q0).norm() < 1e-10); |
421 |
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2 | BOOST_CHECK((p01 - p10).norm() < 1e-10); |
422 |
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2 | BOOST_CHECK((p11 - p20).norm() < 1e-10); |
423 |
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2 | BOOST_CHECK((p21 - p30).norm() < 1e-10); |
424 |
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2 | BOOST_CHECK((p31 - q4).norm() < 1e-10); |
425 | |||
426 |
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2 | vector_t v0(robot->numberDof()), v1(robot->numberDof()), |
427 |
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2 | v2(robot->numberDof()), v3(robot->numberDof()), v4(robot->numberDof()); |
428 |
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2 | v0 << 0, 0, 0; |
429 |
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2 | v4 << 0, 0, 0; |
430 | |||
431 | // Continuity of the first derivative | ||
432 |
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2 | BOOST_CHECK((v00 - v0).norm() < 1e-10); |
433 |
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2 | BOOST_CHECK((v01 - v10).norm() < 1e-10); |
434 |
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2 | BOOST_CHECK((v11 - v20).norm() < 1e-10); |
435 |
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2 | BOOST_CHECK((v21 - v30).norm() < 1e-10); |
436 |
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2 | BOOST_CHECK((v31 - v4).norm() < 1e-10); |
437 | |||
438 |
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2 | L = optimizedPath3->length(); |
439 | 2 | t = 0, dt = 0.01; | |
440 | 2 | cost = 0; | |
441 |
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624 | while (t <= L) { |
442 |
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622 | vector3_t v; |
443 |
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622 | optimizedPath3->derivative(v, t, 1); |
444 |
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622 | cost += dt * v.norm(); |
445 | 622 | t += dt; | |
446 | } | ||
447 |
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2 | BOOST_CHECK(cost <= 4.); |
448 | |||
449 | // Test spline of degree 5 | ||
450 |
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2 | PathVectorPtr_t optimizedPath5(pathOptimizer5->optimize(path)); |
451 |
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2 | BOOST_CHECK(optimizedPath5->numberPaths() == 4); |
452 |
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2 | p00 = optimizedPath5->pathAtRank(0)->initial(); |
453 |
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2 | p01 = optimizedPath5->pathAtRank(0)->end(); |
454 |
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2 | p10 = optimizedPath5->pathAtRank(1)->initial(); |
455 |
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2 | p11 = optimizedPath5->pathAtRank(1)->end(); |
456 |
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2 | p20 = optimizedPath5->pathAtRank(2)->initial(); |
457 |
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2 | p21 = optimizedPath5->pathAtRank(2)->end(); |
458 |
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2 | p30 = optimizedPath5->pathAtRank(3)->initial(); |
459 |
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2 | p31 = optimizedPath5->pathAtRank(3)->end(); |
460 | |||
461 | // Continuity | ||
462 |
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2 | BOOST_CHECK((p00 - q0).norm() < 1e-10); |
463 |
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2 | BOOST_CHECK((p01 - p10).norm() < 1e-10); |
464 |
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2 | BOOST_CHECK((p11 - p20).norm() < 1e-10); |
465 |
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2 | BOOST_CHECK((p21 - p30).norm() < 1e-10); |
466 |
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2 | BOOST_CHECK((p31 - q4).norm() < 1e-10); |
467 | |||
468 |
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2 | L = optimizedPath5->pathAtRank(0)->length(); |
469 |
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2 | optimizedPath5->pathAtRank(0)->derivative(v00, 0, 1); |
470 |
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2 | optimizedPath5->pathAtRank(0)->derivative(v01, L, 1); |
471 |
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2 | L = optimizedPath5->pathAtRank(1)->length(); |
472 |
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2 | optimizedPath5->pathAtRank(1)->derivative(v10, 0, 1); |
473 |
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2 | optimizedPath5->pathAtRank(1)->derivative(v11, L, 1); |
474 |
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2 | L = optimizedPath5->pathAtRank(2)->length(); |
475 |
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2 | optimizedPath5->pathAtRank(2)->derivative(v20, 0, 1); |
476 |
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2 | optimizedPath5->pathAtRank(2)->derivative(v21, L, 1); |
477 |
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2 | L = optimizedPath5->pathAtRank(3)->length(); |
478 |
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2 | optimizedPath5->pathAtRank(3)->derivative(v30, 0, 1); |
479 |
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2 | optimizedPath5->pathAtRank(3)->derivative(v31, L, 1); |
480 | |||
481 | // Continuity of the first derivative | ||
482 |
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2 | BOOST_CHECK((v00 - v0).norm() < 1e-10); |
483 |
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2 | BOOST_CHECK((v01 - v10).norm() < 1e-10); |
484 |
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2 | BOOST_CHECK((v11 - v20).norm() < 1e-10); |
485 |
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2 | BOOST_CHECK((v21 - v30).norm() < 1e-10); |
486 |
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2 | BOOST_CHECK((v31 - v4).norm() < 1e-10); |
487 | |||
488 |
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2 | L = optimizedPath5->length(); |
489 | 2 | t = 0, dt = 0.01; | |
490 | 2 | cost = 0; | |
491 |
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624 | while (t <= L) { |
492 |
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622 | vector3_t v; |
493 |
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622 | optimizedPath5->derivative(v, t, 1); |
494 |
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622 | cost += dt * v.norm(); |
495 | 622 | t += dt; | |
496 | } | ||
497 |
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2 | BOOST_CHECK(cost <= 4.); |
498 | 2 | } | |
499 | BOOST_AUTO_TEST_SUITE_END() | ||
500 |