scenario_simulator_v2 C++ API
Functions | Variables
test_catmull_rom_spline.cpp File Reference
#include <gtest/gtest.h>
#include <geometry/quaternion/euler_to_quaternion.hpp>
#include <geometry/spline/catmull_rom_spline.hpp>
#include <scenario_simulator_exception/exception.hpp>
#include "../expect_eq_macros.hpp"
#include "../test_utils.hpp"
Include dependency graph for test_catmull_rom_spline.cpp:

Functions

math::geometry::CatmullRomSpline makeLine ()
 Helper function generating line: p(0,0)-> p(1,3) -> p(2,6) More...
 
math::geometry::CatmullRomSpline makeSlopedLine ()
 Helper function generating sloped line: p(0,0,0)-> p(1,3,1) -> p(2,6,2) More...
 
math::geometry::CatmullRomSpline makeCurve ()
 Helper function generating curve: p(0,0)-> p(1,1)-> p(2,0) More...
 
math::geometry::CatmullRomSpline makeCurve2 ()
 Helper function generating curve: p(0,0)-> p(1,1)-> p(0,2) More...
 
void addOffset (geometry_msgs::msg::Point &point, const double offset, const double theta)
 
 TEST (CatmullRomSpline, getCollisionPointIn2D_2ControlPoints)
 Testing the CatmullRomSpline::getCollisionPointIn2D function works valid. In this test case, number of the control points of the catmull-rom spline (variable name spline) is 2, so the shape of the value spline is line segment. More...
 
 TEST (CatmullRomSpline, getCollisionPointIn2D_1ControlPoint)
 Testing the CatmullRomSpline::getCollisionPointIn2D function works valid In this test case, number of the control points of the catmull-rom spline (variable name spline) is 1, so the shape of the value spline is single point. More...
 
 TEST (CatmullRomSpline, GetCollisionPointIn2D)
 
 TEST (CatmullRomSpline, getCollisionPointIn2D)
 
 TEST (CatmullRomSpline, getCollisionPointIn2DNoCollision)
 
 TEST (CatmullRomSpline, getCollisionPointIn2DPolygon)
 
 TEST (CatmullRomSpline, getCollisionPointIn2DEmpty)
 
 TEST (CatmullRomSpline, getMaximum2DCurvatureLine)
 
 TEST (CatmullRomSpline, getMaximum2DCurvatureCurve)
 
 TEST (CatmullRomSpline, getPolygon)
 
 TEST (CatmullRomSpline, getPolygonEdge)
 
 TEST (CatmullRomSpline, initializationLine)
 
 TEST (CatmullRomSpline, initializationCurve)
 
 TEST (CatmullRomSpline, getLengthLine)
 
 TEST (CatmullRomSpline, getLengthCurve)
 
 TEST (CatmullRomSpline, getPointLine)
 
 TEST (CatmullRomSpline, getPointCurve)
 
 TEST (CatmullRomSpline, getTangentVectorLine)
 
 TEST (CatmullRomSpline, getTangentVectorCurve)
 
 TEST (CatmullRomSpline, getNormalVectorLine)
 
 TEST (CatmullRomSpline, getNormalVectorCurve)
 
 TEST (CatmullRomSpline, getPoseLine)
 
 TEST (CatmullRomSpline, getPoseLineWithPitch)
 
 TEST (CatmullRomSpline, getPoseCurve)
 
 TEST (CatmullRomSpline, getPoseCurveWithPitch)
 
 TEST (CatmullRomSpline, getSValue1)
 
 TEST (CatmullRomSpline, getSValue2)
 
 TEST (CatmullRomSpline, getSValueEdge)
 
 TEST (CatmullRomSpline, getSquaredDistanceIn2D)
 
 TEST (CatmullRomSpline, getSquaredDistanceIn2DSamePoint)
 
 TEST (CatmullRomSpline, getSquaredDistanceVector)
 
 TEST (CatmullRomSpline, getSquaredDistanceVectorSamePoint)
 
 TEST (CatmullRomSpline, getTrajectoryLine)
 
 TEST (CatmullRomSpline, getTrajectoryCurve)
 
 TEST (CatmullRomSpline, getTrajectoryEmpty)
 
 TEST (CatmullRomSpline, initializationNotEnoughControlPoints)
 
int main (int argc, char **argv)
 

Variables

constexpr double EPS = 1e-6
 

Function Documentation

◆ addOffset()

void addOffset ( geometry_msgs::msg::Point &  point,
const double  offset,
const double  theta 
)

Add an offset to the given point in a specified direction.

Parameters
pointThe point to which the offset will be added.
offsetThe value of the offset.
thetaThe angle in radians representing the direction.

◆ main()

int main ( int  argc,
char **  argv 
)

◆ makeCurve()

Helper function generating curve: p(0,0)-> p(1,1)-> p(2,0)

◆ makeCurve2()

Helper function generating curve: p(0,0)-> p(1,1)-> p(0,2)

◆ makeLine()

Helper function generating line: p(0,0)-> p(1,3) -> p(2,6)

◆ makeSlopedLine()

Helper function generating sloped line: p(0,0,0)-> p(1,3,1) -> p(2,6,2)

◆ TEST() [1/36]

TEST ( CatmullRomSpline  ,
GetCollisionPointIn2D   
)

◆ TEST() [2/36]

TEST ( CatmullRomSpline  ,
getCollisionPointIn2D   
)

◆ TEST() [3/36]

TEST ( CatmullRomSpline  ,
getCollisionPointIn2D_1ControlPoint   
)

Testing the CatmullRomSpline::getCollisionPointIn2D function works valid In this test case, number of the control points of the catmull-rom spline (variable name spline) is 1, so the shape of the value spline is single point.

Note
The variable spline has control point with point (x,y,z) = (0,1,0) in the cartesian coordinate system. So, spline is same as point (x,y,z) = (0,1,0).
Testing the CatmullRomSpline::getCollisionPointIn2D function can find the collision point with spline and a line segment with start point (x,y,z) = (0,1,0) and end point (x,y,z) = (0,-1,0). collision_s variable in the test case is the denormalized s value in frenet coordinate along the spline curve. The collision point is in (x,y,z) = (0,0,0) in the cartesian coordinate system and the point is in s=0.0, So the return value of the CatmullRomSpline::getCollisionPointIn2D function (variable name collision_s) should be std::optional<double>(0.0)
Note
Testing the CatmullRomSpline::getCollisionPointIn2D function can find that the spline and a line segment with start point (x,y,z) = (1,1,0) and end point (x,y,z) = (1,-1,0) does not collide. If CatmullRomSpline::getCollisionPointIn2D function works expected, it returns std::nullopt;

◆ TEST() [4/36]

TEST ( CatmullRomSpline  ,
getCollisionPointIn2D_2ControlPoints   
)

Testing the CatmullRomSpline::getCollisionPointIn2D function works valid. In this test case, number of the control points of the catmull-rom spline (variable name spline) is 2, so the shape of the value spline is line segment.

Note
The spline has control points p0 and p1. Control point p0 is point (x,y,z) = (0,0,0) and control point p1 is point (x,y,z) = (1,0,0) in the cartesian coordinate system.
Note
Testing the CatmullRomSpline::getCollisionPointIn2D function can find the collision point with spline and a line segment with start point (x,y,z) = (0,1,0) and end point (x,y,z) = (0,-1,0). collision_s variable in the test case is the denormalized s value in frenet coordinate along the spline curve. The collision point is in (x,y,z) = (0,0,0) in the cartesian coordinate system and the point is in s=0.0, So the return value of the CatmullRomSpline::getCollisionPointIn2D function (variable name collision_s) should be std::optional<double>(0.0)
Note
Testing the CatmullRomSpline::getCollisionPointIn2D function can find the collision point with spline and a line segment with start point (x,y,z) = (1,1,0) and end point (x,y,z) = (-1,-1,0). collision_s variable in the test case is the denormalized s value in frenet coordinate along the spline curve. The collision point is in (x,y,z) = (0,0,0) in the cartesian coordinate system and the point is in s=0.0, So the return value of the CatmullRomSpline::getCollisionPointIn2D function (variable name collision_s) should be std::optional<double>(0.0)
Note
Testing the CatmullRomSpline::getCollisionPointIn2D function can find the collision point with spline and a line segment with start point (x,y,z) = (1,1,0) and end point (x,y,z) = (0,-1,0). collision_s variable in the test case is the denormalized s value in frenet coordinate along the spline curve. The collision point is in (x,y,z) = (0,0.5,0) in the cartesian coordinate system and the point is in s=0.5, So the return value of the CatmullRomSpline::getCollisionPointIn2D function (variable name collision_s) should be std::optional<double>(0.5)
Note
Testing the CatmullRomSpline::getCollisionPointIn2D function can find that the spline and a line segment with start point (x,y,z) = (0,1,0) and end point (x,y,z) = (0,0.2,0) does not collide. If CatmullRomSpline::getCollisionPointIn2D function works expected, it returns std::nullopt;

◆ TEST() [5/36]

TEST ( CatmullRomSpline  ,
getCollisionPointIn2DEmpty   
)

◆ TEST() [6/36]

TEST ( CatmullRomSpline  ,
getCollisionPointIn2DNoCollision   
)

◆ TEST() [7/36]

TEST ( CatmullRomSpline  ,
getCollisionPointIn2DPolygon   
)

◆ TEST() [8/36]

TEST ( CatmullRomSpline  ,
getLengthCurve   
)

◆ TEST() [9/36]

TEST ( CatmullRomSpline  ,
getLengthLine   
)

◆ TEST() [10/36]

TEST ( CatmullRomSpline  ,
getMaximum2DCurvatureCurve   
)

◆ TEST() [11/36]

TEST ( CatmullRomSpline  ,
getMaximum2DCurvatureLine   
)

◆ TEST() [12/36]

TEST ( CatmullRomSpline  ,
getNormalVectorCurve   
)

◆ TEST() [13/36]

TEST ( CatmullRomSpline  ,
getNormalVectorLine   
)

◆ TEST() [14/36]

TEST ( CatmullRomSpline  ,
getPointCurve   
)

◆ TEST() [15/36]

TEST ( CatmullRomSpline  ,
getPointLine   
)

◆ TEST() [16/36]

TEST ( CatmullRomSpline  ,
getPolygon   
)

◆ TEST() [17/36]

TEST ( CatmullRomSpline  ,
getPolygonEdge   
)

◆ TEST() [18/36]

TEST ( CatmullRomSpline  ,
getPoseCurve   
)

◆ TEST() [19/36]

TEST ( CatmullRomSpline  ,
getPoseCurveWithPitch   
)

◆ TEST() [20/36]

TEST ( CatmullRomSpline  ,
getPoseLine   
)

◆ TEST() [21/36]

TEST ( CatmullRomSpline  ,
getPoseLineWithPitch   
)

◆ TEST() [22/36]

TEST ( CatmullRomSpline  ,
getSquaredDistanceIn2D   
)

◆ TEST() [23/36]

TEST ( CatmullRomSpline  ,
getSquaredDistanceIn2DSamePoint   
)

◆ TEST() [24/36]

TEST ( CatmullRomSpline  ,
getSquaredDistanceVector   
)

◆ TEST() [25/36]

TEST ( CatmullRomSpline  ,
getSquaredDistanceVectorSamePoint   
)

◆ TEST() [26/36]

TEST ( CatmullRomSpline  ,
getSValue1   
)

◆ TEST() [27/36]

TEST ( CatmullRomSpline  ,
getSValue2   
)

◆ TEST() [28/36]

TEST ( CatmullRomSpline  ,
getSValueEdge   
)

◆ TEST() [29/36]

TEST ( CatmullRomSpline  ,
getTangentVectorCurve   
)

◆ TEST() [30/36]

TEST ( CatmullRomSpline  ,
getTangentVectorLine   
)

◆ TEST() [31/36]

TEST ( CatmullRomSpline  ,
getTrajectoryCurve   
)

◆ TEST() [32/36]

TEST ( CatmullRomSpline  ,
getTrajectoryEmpty   
)

◆ TEST() [33/36]

TEST ( CatmullRomSpline  ,
getTrajectoryLine   
)

◆ TEST() [34/36]

TEST ( CatmullRomSpline  ,
initializationCurve   
)

◆ TEST() [35/36]

TEST ( CatmullRomSpline  ,
initializationLine   
)

◆ TEST() [36/36]

TEST ( CatmullRomSpline  ,
initializationNotEnoughControlPoints   
)

Variable Documentation

◆ EPS

constexpr double EPS = 1e-6
constexpr