À propos de ce cours : How can we create agile micro aerial vehicles that are able to operate autonomously in cluttered indoor and outdoor environments? You will gain an introduction to the mechanics of flight and the design of quadrotor flying robots and will be able to develop dynamic models, derive controllers, and synthesize planners for operating in three dimensional environments. You will be exposed to the challenges of using noisy sensors for localization and maneuvering in complex, three-dimensional environments. Finally, you will gain insights through seeing real world examples of the possible applications and challenges for the rapidly-growing drone industry. Mathematical prerequisites: Students taking this course are expected to have some familiarity with linear algebra, single variable calculus, and differential equations. Programming prerequisites: Some experience programming with MATLAB or Octave is recommended (we will use MATLAB in this course.) MATLAB will require the use of a 64-bit computer.
Créé par : Université de Pennsylvanie
Enseigné par : Vijay Kumar, Nemirovsky Family Dean of Penn Engineering and Professor of Mechanical Engineering and Applied Mechanics
School of Engineering and Applied Science
| Informations de base | Cours 1 de 6 dans Robotics Specialization |
| Engagement | 4 hours/week |
| Langue | English |
| Comment réussir | Réussissez tous les devoirs notés pour terminer le cours. |
| Notes des utilisateurs |
Programme de cours
SEMAINE 1
Introduction to Aerial Robotics
Welcome to Week 1! In this week, you will be introduced to the exciting field of Unmanned Aerial Robotics (UAVs) and quadrotors in particular. You will learn about their basic mechanics and control strategies and realize how careful component selection and design affect the vehicles' performance. This week also provides you with instructions on how to download and install Matlab. This software will be used throughout this course in exercises and assignments, so it is strongly recommended to familiarize yourself with Matlab soon. Tutorials to help you get started are also provided in this week.
16 vidéos, 4 lectures
- Vidéo: Quadrotors
- Vidéo: Key Components of Autonomous Flight
- Vidéo: State Estimation
- Vidéo: Applications
- Vidéo: Meet the TAs
- Reading: Setting up your Matlab programming environment
- Reading: Matlab Tutorials - Introduction to the Matlab Environment
- Reading: Matlab Tutorials - Programming Basics
- Reading: Matlab Tutorials - Advanced Tools
- Vidéo: Basic Mechanics
- Vidéo: Dynamics and 1-D Linear Control
- Vidéo: Design Considerations
- Vidéo: Design Considerations (continued)
- Vidéo: Agility and Maneuverability
- Vidéo: Component Selection
- Vidéo: Effects of Size
- Vidéo: Supplementary Material: Introduction
- Vidéo: Supplementary Material: Dynamical Systems
- Vidéo: Supplementary Material: Rates of Convergence
Noté: 1.1
Noté: 1.2
SEMAINE 2
Geometry and Mechanics
Welcome to Week 2 of the Robotics: Aerial Robotics course! We hope you are having a good time and learning a lot already! In this week, we will first focus on the kinematics of quadrotors. Then, you will learn how to derive the dynamic equations of motion for quadrotors. To build a better understanding on these notions, some essential mathematical tools are discussed in supplementary material lectures. In this week, you will also complete your first programming assignment on 1-D quadrotor control. If you have not done so already, please download, install, and learn about Matlab before starting the assignment.
19 vidéos
- Vidéo: Rotations
- Vidéo: Euler Angles
- Vidéo: Axis/Angle Representations for Rotations
- Vidéo: Angular Velocity
- Vidéo: Supplementary Material: Rigid-Body Displacements
- Vidéo: Supplementary Material: Properties of Functions
- Vidéo: Supplementary Material: Symbolic Calculations in Matlab
- Vidéo: Supplementary Material: The atan2 Function
- Vidéo: Supplementary Material: Eigenvalues and Eigenvectors of Matrices
- Vidéo: Supplementary Material: Quaternions
- Vidéo: Supplementary Material: Matrix Derivative
- Vidéo: Supplementary Material: Skew-Symmetric Matrices and the Hat Operator
- Vidéo: Formulation
- Vidéo: Newton-Euler Equations
- Vidéo: Principal Axes and Principal Moments of Inertia
- Vidéo: Quadrotor Equations of Motion
- Vidéo: Supplementary Material: State-Space Form
- Vidéo: Supplementary Material: Getting Started With the First Programming Assignment
Noté: 2.1
Noté: 1-D Quadrotor Control
SEMAINE 3
Planning and Control
Welcome to Week 3! We have developed planar and three-dimensional dynamic models of the quadrotor. This week, you will learn more about how to develop linear controllers for these models. With this knowledge, you will be required to complete the second programming assignment of this course, which focuses on controlling the quadrotor in two dimensions. We encourage you to start working on the assignment soon. This week ends with a discussion on motion planning for quadrotors.
9 vidéos
- Vidéo: 3-D Quadrotor Control
- Vidéo: Time, Motion, and Trajectories
- Vidéo: Time, Motion, and Trajectories (continued)
- Vidéo: Motion Planning for Quadrotors
- Vidéo: Supplementary Material: Minimum Velocity Trajectories from the Euler-Lagrange Equations
- Vidéo: Supplementary Material: Solving for Coefficients of Minimum Jerk Trajectories
- Vidéo: Supplementary Material: Minimum Velocity Trajectories
- Vidéo: Supplementary Material: Linearization of Quadrotor Equations of Motion
Noté: 2-D Quadrotor Control
Noté: 3
SEMAINE 4
Advanced Topics
Welcome to Week 4! So far, we have gone over the basics of developing linear controllers for quadrotors and motion planning. In this last week of the course, we will discuss some more advanced material on how to enable quadrotors to perform more agile maneuvers and to operate autonomously in teams. Note that the last programming assignment on quadrotor control in three dimensions uses material from the previous weeks. It is strongly recommended to start the assignment as soon as possible.
5 vidéos
- Vidéo: Nonlinear Control
- Vidéo: Control of Multiple Robots
- Vidéo: Adjourn
- Vidéo: Supplementary Material: Introduction to the Motion Capture System by Matthew Turpin
Noté: 4
Noté: 3-D Quadrotor Control
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Créateurs
Université de Pennsylvanie
The University of Pennsylvania (commonly referred to as Penn) is a private university, located in Philadelphia, Pennsylvania, United States. A member of the Ivy League, Penn is the fourth-oldest institution of higher education in the United States, and considers itself to be the first university in the United States with both undergraduate and graduate studies.
Tarification
| Acheter le cours | |
|---|---|
| Accéder au contenu du cours | Disponible |
| Accéder au contenu noté | Disponible |
| Recevoir une Note Finale | Disponible |
| Obtenir un Certificat de Cours partageable | Disponible |
Notation et examens
This is a great course..A student with an engineering background will enjoy this course..This is an introductory level course,so if you are looking for advance dynamics,control,path planning this isn't the right address.
Very well prepared course
I found the course to be really interesting. The only problem is that I didnt get answers to questions i posted on the discussion forum. Due to that I wasn't able to get full marks in the last assignment.
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It needs more programming in depth and it will be perfect.