Correct implementation of computeCartesianPath?
Hello everyone. I'm quite new to ROS, doing a practicum project right now and have been pretty stumped with this for a few days. I have a TIAGO Robot, with a 6DOF arm with whom I want to be able to move on a straight line. The "straight" part is important as we'll be having a pressure sensor on the fingertip with which we want to do "feeling" of surfaces, so we need to be able to move it on a straight line (maintaining orientation of it) on the XY plane.
So I've been basically doing some frankencode because while I'm familiar with C++, I'm not with ROS and MoveIt!; and been piecing something together from a basic code in the TIAGO tutorials that moves the actuator to a cartesian point and orientation (but not necessarily in a straight line) and the moveit tutorial that deals with Cartesian path. Current code:
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/** \author Jordi Pages. */
// ROS headers
#include <ros/ros.h>
#include "shape_msgs/SolidPrimitive.h"
#include "moveit_msgs/BoundingVolume.h"
// MoveIt! headers
#include <moveit/move_group_interface/move_group_interface.h>
//#include <moveit_visual_tools/moveit_visual_tools.h>
// Std C++ headers
#include <string>
#include <vector>
#include <map>
#include <cmath>
int main(int argc, char** argv)
{
ros::init(argc, argv, "plan_arm_torso_ik_idril");
if ( argc < 7 )
{
ROS_INFO(" ");
ROS_INFO("\tUsage:");
ROS_INFO(" ");
ROS_INFO("\trosrun tiago_moveit_tutorial plan_arm_torso_ik_idril x y z r p y");
ROS_INFO(" ");
ROS_INFO("\twhere the list of arguments specify the target pose of /arm_tool_link expressed in /base_footprint");
ROS_INFO(" ");
return EXIT_FAILURE;
}
geometry_msgs::PoseStamped goal_pose;
goal_pose.header.frame_id = "base_footprint";
goal_pose.pose.position.x = atof(argv[1]);
goal_pose.pose.position.y = atof(argv[2]);
goal_pose.pose.position.z = atof(argv ...
http://docs.ros.org/kinetic/api/movei...
I would recommend you to check this page.
I'm familiar with that page, it's where I started. It still doesn't solve my problem, sorry. Sometimes it returns 100% but the path comes out clearly curved, other times it's 0% but the path is visually straight. I can't find a correlation between the fraction returned and the results I get