This course is an introduction to the study of bodies in motion as applied to engineering systems and structures. We will study the dynamics of particle motion and bodies in rigid planar (2D) motion. This will consist of both the kinematics and kinetics of motion. Kinematics deals with the geometrical aspects of motion describing position, velocity, and acceleration, all as a function of time. Kinetics is the study of forces acting on these bodies and how it affects their motion.
提供：
Engineering Systems in Motion: Dynamics of Particles and Bodies in 2D Motion
ジョージア工科大学（Georgia Institute of Technology）このコースについて
61,610 最近の表示
受講生の就業成果
50%
コースが具体的なキャリアアップにつながった
共有できる証明書
修了時に証明書を取得
100%オンライン
自分のスケジュールですぐに学習を始めてください。
柔軟性のある期限
スケジュールに従って期限をリセットします。
約21時間で修了
英語
字幕：英語
受講生の就業成果
50%
コースが具体的なキャリアアップにつながった
共有できる証明書
修了時に証明書を取得
100%オンライン
自分のスケジュールですぐに学習を始めてください。
柔軟性のある期限
スケジュールに従って期限をリセットします。
約21時間で修了
英語
字幕：英語
提供：
ジョージア工科大学（Georgia Institute of Technology）
The Georgia Institute of Technology is one of the nation's top research universities, distinguished by its commitment to improving the human condition through advanced science and technology.
シラバス - 本コースの学習内容
4時間で修了
Course Introduction; Particle Kinematics; Particle Kinetics – Newton’s Laws and Euler’s Laws; Motion of Particles and Mass Centers of Bodies
In this section students will learn about particle kinematics, Newton's Laws and Euler's Laws, motion of particles and mass centers of bodies.
4時間で修了
8件のビデオ （合計74分）, 17 readings, 1 quiz
8件のビデオ
Module 2: Particle Kinematics; Rectilinear Motion7 分
Module 3: Rectilinear Motion Example8 分
Module 4: Rectangular Cartesian Coordinate System, Cylindrical Coordinate System, Tangential and Normal Coordinate System : Position and Velocity6 分
Module 5: Tangential and Normal Coordinate System: Acceleration; Curvilinear Motion Example using Tangential and Normal Coordinates14 分
Module 6: Define Kinetics; Newton’s 2nd Law; Euler’s 1st Law; Locate Mass Center of Composite Body9 分
Module 7: Solve for the Motion of the Mass Center of Bodies using Newton-Euler Equations I9 分
Module 8: Solve for the Motion of the Mass Center of Bodies using Newton-Euler Equations II13 分
17件の学習用教材
Syllabus10 分
Consent Form10 分
Pdf Version of Module 1: Course Introduction Lecture10 分
Get More from Georgia Tech10 分
Pdf Version of Module 2: Particle Kinematics; Rectilinear Motion Lecture10 分
Pdf Version of Module 3: Rectilinear Motion Example Lecture10 分
Worksheet Solutions: Rectilinear Motion Example10 分
Pdf Version of Module 4: Rectangular Cartesian Coordinate System, Cylindrical Coordinate System, Tangential and Normal Coordinate System : Position and Velocity Lecture10 分
Worksheet Solutions: Tangential and Normal Coordinate System: Acceleration; Curvilinear Motion Example using Tangential and Normal Coordinates10 分
Pdf Version of Module 5: Tangential and Normal Coordinate System: Acceleration; Curvilinear Motion Example using Tangential and Normal Coordinates Lecture10 分
Pdf Version of Module 6: Define Kinetics; Newton’s 2nd Law; Euler’s 1st Law; Locate Mass Center of Composite Body Lecture10 分
Worksheet Solutions: Define Kinetics; Newton’s 2nd Law; Euler’s 1st Law; Locate Mass Center of Composite Body10 分
Pdf Version of Module 7: Solve for the Motion of the Mass Center of Bodies using Newton-Euler Equations I Lecture10 分
Pdf Version of Module 8: Solve for the Motion of the Mass Center of Bodies using Newton-Euler Equations II Lecture10 分
Worksheet Solutions: Solve for the Motion of the Mass Center of Bodies using Newton-Euler Equations II10 分
Practice Problems10 分
Solution of Quiz 110 分
1の練習問題
Course Introduction; Particle Kinematics; Particle Kinetics – Newton’s Laws and Euler’s Laws; Motion of Particles and Mass Centers of Bodies6 分
2時間で修了
Work-Energy Principle for Particles/Systems of Particles
In this section students will learn the work-energy principle for particles/systems of particles, impulse and momentum, impact, conservation of momentum and Euler's 2nd Law - Moment of momentum.
2時間で修了
5件のビデオ （合計40分）, 8 readings, 1 quiz
5件のビデオ
Module 10: Work Done by Gravity; Work Done by Friction; Solve Work-Energy Problems for Particles/System of Particles8 分
Module 11: Impulse-Momentum Relationship; Define Impact6 分
Module 12: Define Coefficient of Restitution; Solve an Impact Problem11 分
Module 13: Define Angular Momentum; Euler’s 2nd Law (The Moment Equation)7 分
8件の学習用教材
Pdf Version of Module 9: Work and Kinetic Energy Principle for Particles/System of Particles; Work of a Linear Spring Lecture10 分
Pdf Version of Module 10: Work Done by Gravity; Work Done by Friction; Solve Work-Energy Problems for Particles/System of Particles Lecture10 分
Pdf Version of Module 11: Impulse-Momentum Relationship; Define Impact Lecture10 分
Pdf Version of Module 12: Define Coefficient of Restitution; Solve an Impact Problem Lecture10 分
Pdf Version of Module 13: Define Angular Momentum; Euler’s 2nd Law (The Moment Equation) Lecture10 分
Earn a Georgia Tech Badge/Certificate/CEUs10 分
Practice Problems10 分
Solution of Quiz 210 分
1の練習問題
Work-Energy Principle for Particles/Systems of Particles; Impulse and Momentum; Impact; Conservation of Momentum; Euler’s 2nd Law – Moment of Momentum6 分
3時間で修了
Planar (2D) Rigid Body Kinematics I
In this section students will learn about planar (2D) rigid body kinematics, relative velocity equation, rotation about a fixed axis, instantaneous center of zero velocity, and relative acceleration equations.
3時間で修了
6件のビデオ （合計58分）, 11 readings, 1 quiz
6件のビデオ
Module 15: Solve a Relative Velocity problem9 分
Module 16: Define and Locate the Instantaneous Center of Zero Velocity (IC)10 分
Module 17: Solve an Instantaneous Center of Zero Velocity (IC) Problem9 分
Module 18: Define Angular Acceleration; Derive the Relative Acceleration Equation7 分
Module 19: Solve a Relative Acceleration Problem9 分
11件の学習用教材
Pdf Version of Module 14: Define Rigid Body Kinematics; Identify three types of Planar Rigid Body Motion; Derive Relative Velocity Equation Lecture10 分
Pdf Version of Module 15: Solve a Relative Velocity problem Lecture10 分
Worksheet Solutions: Solve a Relative Velocity Problem10 分
Pdf Version of Module 16: Define and Locate the Instantaneous Center of Zero Velocity (IC) Lecture10 分
Pdf Version of Module 17: Solve an Instantaneous Center of Zero Velocity (IC) Problem Lecture10 分
Worksheet Solutions: Solve an Instantaneous Center of Zero Velocity (IC) Problem10 分
Pdf Version of Module 18: Define Angular Acceleration; Derive the Relative Acceleration Equation Lecture10 分
Pdf Version of Module 19: Solve a Relative Acceleration Problem Lecture10 分
Worksheet Solutions: Solve a Relative Acceleration Problem10 分
Practice Problems10 分
Solution of Quiz 310 分
1の練習問題
Planar (2D) Rigid Body Kinematics: Relative Velocity Equation; Rotation about a Fixed Axis; Instantaneous Center of Zero Velocity; Relative Acceleration Equation6 分
3時間で修了
Planar (2D) Rigid Body Kinematics II
In this section students will continue to learn about planar (2D) rigid body kinematics, relative velocity equation, rotation about a fixed axis, instantaneous center of zero velocity, and relative acceleration equations.
3時間で修了
8件のビデオ （合計73分）, 12 readings, 1 quiz
8件のビデオ
Module 21: Acceleration of a Wheel rolling on a Fixed Plane Curve8 分
Module 22: Solve a Rolling Wheel Problem4 分
Module 23: Explain the Velocity of the Same Point Relative to Two Different Reference Frames or Bodies; Derive the Derivative Formula11 分
Module 24: Derive the Equation for the Velocity of the Same Point Relative to Two Different Reference Frames or Bodies in Planar Motion7 分
Module 25: Solve a Problem for the Velocity of the Same Point Relative to Two Different Frames or Bodies in Planar Motion10 分
Module 26: Derive the Equation for the Acceleration of the Same Point Relative to Two Different Reference Frames or Bodies in Planar Motion10 分
Module 27: Solve for the Acceleration of the Same Point Relative to Two Different Reference Frames or Bodies in Planar Motion12 分
12件の学習用教材
Pdf Version of Module 20: Acceleration of a Wheel Rolling on a Fixed Straight Surface Lecture10 分
Pdf Version of Module 21: Acceleration of a Wheel rolling on a Fixed Plane Curve Lecture10 分
Pdf Version of Module 22: Solve a Rolling Wheel Problem Lecture10 分
Pdf Version of Module 23: Explain the Velocity of the Same Point Relative to Two Different Reference Frames or Bodies; Derive the Derivative Formula Lecture10 分
Pdf Version of Module 24: Derive the Equation for the Velocity of the Same Point Relative to Two Different Reference Frames or Bodies in Planar Motion Lecture10 分
Pdf Version of Module 25: Solve a Problem for the Velocity of the Same Point Relative to Two Different Frames or Bodies in Planar Motion Lecture10 分
Worksheet Solutions: Solve a Problem for the Velocity of the Same Point Relative to Two Different Frames or Bodies in Planar Motion10 分
Pdf Version of Module 26: Derive the Equation for the Acceleration of the Same Point Relative to Two Different Reference Frames or Bodies in Planar Motion Lecture10 分
Pdf Version of Module 27: Solve for the Acceleration of the Same Point Relative to Two Different Reference Frames or Bodies in Planar Motion Lecture10 分
Worksheet Solutions: Solve for the Acceleration of the Same Point Relative to Two Different Reference Frames or Bodies in Planar Motion10 分
Practice Problems10 分
Solution of Quiz 410 分
1の練習問題
Planar (2D) Rigid Body Kinematics: Relative Velocity Equation; Rotation about a Fixed Axis; Instantaneous Center of Zero Velocity; Relative Acceleration Equation II6 分
レビュー
ENGINEERING SYSTEMS IN MOTION: DYNAMICS OF PARTICLES AND BODIES IN 2D MOTION からの人気レビュー
SKにより2016年3月7日
A brilliant course, gave me a great foundation for more advanced courses in mechanical engineering. When ever i use some of the things i learned in this course in my work i think of Whiteman.
AKにより2018年10月13日
I would just like to say that Prof. Whiteman is a great explainer. I would like to complete most of the courses by him that are available on Coursera.
AAにより2017年12月18日
Awesome course for Design Engineers as well design professionals.. It gives basic concepts as well as application to practical problems.
JRにより2020年5月20日
Very very good course. Superb explanation. Nice teaching. Very neatly explained. Good use of ICT Tools. Thank you very much Professor.
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