{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# An introduction to Jiminy\n", "\n", "\n", "Jiminy is a simulation framework built around the `pinocchio` rigid body dynamics library, targeting the simulation of robotic systems. This document covers the use of jiminy in python for individual robotic simulation: usage in C++ is similar, see C++ API documentation and examples. For information about using jiminy in a learning context with Gym OpenAI, see examples in gym_jiminy. \n", "\n", "Jiminy supports the following features:\n", "\n", " - Simulating a single robot, represented by a URDF file, with possible ground interaction (modeled as a spring-damper mechanism). Note that interaction forces are only applied at user-specified frames, there is no mesh collision handling in jiminy for now.\n", " - Adding joint flexibility, modeled as a Serie-Elastic actuator.\n", " - Applying external forces on the system.\n", " - Applying kinematic constraints, such as fixed-body constraints.\n", " - Simulating multiple robots interacting, including closed kinematic trees.\n", " - Adding basic sensors on the system\n", "\n", "## Basic example\n", "\n", "To illustrate the first part of this tutorial, we will use as example the stabilization of a simple inverted pendulum.\n", "\n", "Jiminy simulation rely on interfacing three fundamental objects : a Robot, a Controller, defining input for this robot, and an Engine, performing the integration. For convenience, connection between these objects is handled in python by the BasicSimulator class (this class does not exist in C++). Of course, it is always possible to instanciate these objects manually for more specific usage - see the unit tests for examples.\n", "\n", "The robot is constructed from a URDF - this builds a jiminy.Model object - but extra information needs to be provided as well for a simulation: which sensors to use and what are their caracteristic ? Which joints have a motor attached and what are its properties ? What are the contact points with the ground (if any) ? All this are informations gathered to build a full robot.\n", "\n", "So let's get our first example running: we set the inverted pendulum away from its upward position and watch it fall." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "%matplotlib widget" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "tags": [] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "WARNING:root:Boost.Python cannot be shared between modules. Importing bundled jiminy dependencies instead of system-wide install as fallback.\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "b7b5c3fbfecd42118f11583f883bae70", "version_major": 2, "version_minor": 0 }, "text/plain": [ " 0%| | 0.00/10.0 [00:00\n", "
\n", " Figure\n", "
\n", " \n", " \n", " " ], "text/plain": [ "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Get dictionary of logged scalar variables\n", "log_vars = simulator.log_data['variables']\n", "\n", "# Let's plot the joint position to see the pendulum fall.\n", "import matplotlib.pyplot as plt\n", "\n", "plt.plot(log_vars['Global.Time'], log_vars['currentPositionPendulum'])\n", "plt.title('Pendulum angle (rad)')\n", "plt.grid()\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The results of a simulation can also be visualized in a 3D viewer: either `panda3d` or `meshcat`. We use the latter here as it can be integrated in jupyter." ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "scrolled": false }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "Rendering frames: 100%|██████████| 300/300 [00:01<00:00, 205.96it/s]\n" ] }, { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "camera_pose = ([5.0, 0.0, 2.0e-5], [np.pi/2, 0.0, np.pi/2])\n", "simulator.replay(camera_pose=camera_pose, backend=\"panda3d-sync\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let's now add a controller: a simple PD to hold the pendulum straight." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "Kp = 5000\n", "Kd = 0.05\n", "\n", "# Define a new controller with Proportional-Derivative command\n", "def compute_command(t, q, v, sensor_measurements, command):\n", " command[:] = - Kp * (q + Kd * v)\n", "\n", "robot.controller = jiminy.FunctionalController(compute_command)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Adding external forces.\n", "\n", "External forces can be applied to the system through a force profile : a function outputing a force on\n", "a specific body as as a function of time dans state." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "879bb9dcf7df494aaeef19abdd53e261", "version_major": 2, "version_minor": 0 }, "text/plain": [ " 0%| | 0.00/10.0 [00:00\n", " \n", " \n", " " ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Apply a force of 500N in the Y direction between t = 2.5 and t = 3s\n", "def force_profile(t, q, v, f):\n", " if t > 2.5 and t < 3:\n", " f[1] = 200.0\n", " else:\n", " f[1] = 0.0\n", "\n", "# Apply this force profile to a given frame.\n", "simulator.register_profile_force(\"PendulumMass\", force_profile)\n", "simulator.simulate(simulation_duration, q0, v0)\n", "\n", "# Replay the simulation with new controller and external forces\n", "simulator.replay(camera_pose=camera_pose)" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "scrolled": false }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "WARNING:root:Matplotlib's 'widget' and 'inline' backends are not properly supported. Please add '%matplotlib notebook' at the top and restart the kernel.\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "79e7b27cf6d24b3ba945806f30e9cc44", "version_major": 2, "version_minor": 0 }, "image/png": 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", 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