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EEE 447

Introduction to Robotics

Robotics at its core is about giving a mechanical system enough math to know where it is, where it's going, and what forces will get it there, and this course works through that stack from rigid-body transformations and Denavit-Hartenberg parameters up through Lagrange-Euler dynamics, trajectory planning, and the sensor suite mobile robots use to localize themselves. Expect problem-heavy work: kinematics and Jacobian derivations, equation-of-motion hand calculations, a couple of mini-projects, and two written exams anchoring a midterm/final structure. It leans on your linear algebra and dynamics background and is the natural gateway into control, computer vision, and autonomous systems electives, where the manipulator and mobile-robot abstractions you build here become the substrate everything else sits on.

Credit3ECTS5FacultyFaculty of EngineeringBölümElectrical and Electronics EngineeringPre(MATH 241 or (MATH 220 and MATH 240)) and PHYS 102

Değerlendirme 100% — 4 adım

40%
40%
10%
10%
Midterm:Essay/written Midterm Exam 40%
Final:Essay/written Final Exam 40%
Quiz Quiz 1, Quiz 2 20%

Önerilen kaynaklar 3 kitap

📕
Zorunlu
Robot Modeling and Control
M.W. Spong, S. Hutchinson
and M. Vidyasagar · 2006
📖
Önerilen
Introduction to Robotics
Analysis, Sytems
Applications · S. B. Niku
📖
Önerilen
Robotics: Control
Sensing, Vision
and Intelligence · K.S. Fu

Haftalık müfredat 14 hafta

Hafta 1
nomenclature, robot manipulators, kinematic chain, links, joints, actuators, degrees of freedom, overview of forward and inverse kinematics
Hafta 2
rigid body transformations, properties of matrix transformations, translational, rotational, and scaling transformations, composite transformations
Hafta 3
center of rotation, Euler angles, homogeneous coordinates and transformations, composite homogeneous transformation matrix
Hafta 4
Denavit-Hartenberg representation (links, joints, and their parameters), arm matrix
Hafta 5
kinematic chain examples, forward kinematics equations
Hafta 6
inverse manipulator kinematics: methods of solution (numerical, closed-form)
Hafta 7
examples to algebraic and geometric solutions, workspace (dexterous, reachable), 6-DOF manipulator solution
Hafta 8
velocity kinematics and the Jacobian, derivation of the Jacobian, linear and angular velocity Jacobians, singularities
Hafta 9
Midterm Exam
Hafta 10
robot arm dynamics, forward and inverse dynamics, equivalent formulations, Lagrange-Euler formulation, equations of motion
Hafta 11
Newton-Euler and Generalized d'Alambert formulations to robot arm dynamics, forward and backward recursive equations
Hafta 12
planning of manipulator trajectories in joint space and Cartesian space, knot points, cubic spline trajectories, trajectories with polynomial segments, bounded deviations method
Hafta 13
introduction to sensing, classification of sensors, time-of-flight range sensors (ultrasonic, laser-based ranging), triangulation systems, proximity sensing (inductive, capacitive, magnetic, ultrasonic, optical)
Hafta 14
dead-reckoning systems (odometry, potentiometers, optical encoders, inertial sensing: gyroscopes, accelerometers, tilt sensors), multi-sensor data fusion

🤖 GenAI politikası

The use of Generative Artificial Intelligence (GenAI) tools such as ChatGPT, Gemini, or DeepSeek is strictly prohibited during in-class assessments, including the midterm exam, final exam, quiz, and survey & in-class presentation.

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Geçmiş GPA dağılımı 15 dönem · ort. 2.07

DönemCourse CPA
2023-2024 Fall 2.55 1 sec · 16 öğr
2022-2023 Fall 2.17 1 sec · 38 öğr
2021-2022 Fall 2.37 1 sec · 13 öğr
2020-2021 Spring 2.58 1 sec · 16 öğr
2018-2019 Fall 1.78 1 sec · 56 öğr
2017-2018 Fall 1.95 1 sec · 46 öğr
2016-2017 Fall 2.47 1 sec · 38 öğr
2015-2016 Fall 2.51 1 sec · 36 öğr
2014-2015 Fall 2.47 1 sec · 18 öğr
2012-2013 Fall 1.20 1 sec · 20 öğr

Aggregate course GPA — Bilkent STARS'tan public data. Hoca-bazlı per-section detayı için STARS evaluation report →. Öğrenci anket cevapları KVKK kapsamında defter'de tutulmaz.

⚠️ FZ engelleyen şartlar

To attend the midterm exam and get a grade >=32.

Hocalar 1 bu dönem · 0 geçmiş

Bu dönem (2025-2026 Spring) · 1 section
Billur Barshan