课程信息
4.8
131 个评分
26 个审阅
100% 在线

100% 在线

立即开始,按照自己的计划学习。
可灵活调整截止日期

可灵活调整截止日期

根据您的日程表重置截止日期。
完成时间(小时)

完成时间大约为13 小时

建议:6 weeks of material; 5 to 7 hours per week work for students...
可选语言

英语(English)

字幕:英语(English)
100% 在线

100% 在线

立即开始,按照自己的计划学习。
可灵活调整截止日期

可灵活调整截止日期

根据您的日程表重置截止日期。
完成时间(小时)

完成时间大约为13 小时

建议:6 weeks of material; 5 to 7 hours per week work for students...
可选语言

英语(English)

字幕:英语(English)

教学大纲 - 您将从这门课程中学到什么

1
完成时间(小时)
完成时间为 3 小时

Course Introduction; Angular Velocity; Angular Acceleration

In this section students will learn to derive the "derivative formula." We will define angular velocity for 3D motion and learn to determine and solve for the Angular Acceleration for a body. ...
Reading
6 个视频 (总计 53 分钟), 13 个阅读材料, 1 个测验
Video6 个视频
Module 2: Derive the “Derivative Formula”; Define Angular Velocity for 3D Motion12分钟
Module 3: Define the Properties of Angular Velocity for 3D Motion5分钟
Module 4: Solve for the Angular Velocity of a body undergoing 3D Motion10分钟
Module 5: Determine the Angular Acceleration for a Moving Reference Frame Relative to another Reference Frame8分钟
Module 6: Solve for the Angular Acceleration for a Body expressed in a Series of Multiple Reference Frames10分钟
Reading13 个阅读材料
Syllabus10分钟
Consent Form10分钟
Pdf version of Course Introduction Lecture10分钟
Pdf version Module 2: Derive the “Derivative Formula”; Define Angular Velocity for 3D Motion Lecture10分钟
Pdf version of Module 3: Define the Properties of Angular Velocity for 3D Motion Lecture10分钟
Pdf version of Module 4: Solve for the Angular Velocity of a body undergoing 3D Motion Lecture10分钟
Worksheet Solutions: Solve for the Angular Velocity of a Body Undergoing 3D Motion10分钟
Pdf version of Module 5: Determine the Angular Acceleration for a Moving Reference Frame Relative to another Reference Frame Lecture10分钟
Pdf version of Module 6: Solve for the Angular Acceleration for a Body expressed in a Series of Multiple Reference Frames Lecture10分钟
Worksheet Solutions: Solve for the Angular Acceleration for a Body Expressed in a Series of Multiple Reference Frames10分钟
Get More from Georgia Tech10分钟
Practice Problems10分钟
Solution of Quiz 110分钟
Quiz1 个练习
Course Introduction; Angular Velocity; Angular Acceleration6分钟
2
完成时间(小时)
完成时间为 3 小时

Velocities in Moving Reference Frames; Accelerations in Moving Reference Frames; The Earth as a Moving Frame

In this section students will learn about velocities in moving reference frames, accelerations in moving reference frames, and the Earth as a moving frame. ...
Reading
6 个视频 (总计 64 分钟), 11 个阅读材料, 1 个测验
Video6 个视频
Module 8: Solve for Velocities Expressed in Moving Frames of Reference10分钟
Module 9: Accelerations expressed in Moving Frames of Reference10分钟
Module 10: Solve for the Velocity and the Acceleration for Bodies Undergoing 3D Motion and Expressed in Moving Frames of Reference12分钟
Module 11: Equations of Motion for a Particle Moving Close to the Earth12分钟
Module 12: Solve a Problem for the Motion of Particles Moving Close to the Earth6分钟
Reading11 个阅读材料
Pdf version of Module 7: Velocities expressed in Moving Frames of Reference Lecture10分钟
Pdf version of Module 8: Solve for Velocities Expressed in Moving Frames of Reference Lecture10分钟
Worksheet Solutions: Solve for Velocities Expressed in Moving Frames of Reference10分钟
Pdf version of Module 9: Accelerations expressed in Moving Frames of Reference Lecture10分钟
Pdf version of Module 10: Solve for the Velocity and the Acceleration for Bodies Undergoing 3D Motion and Expressed in Moving Frames of Reference Lecture10分钟
Worksheet Solutions: Solve for the Velocity and the Acceleration for Bodies Undergoing 3D Motion and Expressed in Moving Frames of Reference10分钟
Pdf version of Module 11: Equations of Motion for a Particle Moving Close to the Earth Lecture10分钟
Pdf version of Module 12: Solve a Problem for the Motion of Particles Moving Close to the Earth Lecture10分钟
Earn a Georgia Tech Badge/Certificate/CEUs10分钟
Practice Problems10分钟
Solution of Quiz 210分钟
Quiz1 个练习
Velocities in Moving Reference Frames; Accelerations in Moving Reference Frames; The Earth as a Moving Frame6分钟
3
完成时间(小时)
完成时间为 3 小时

Eulerian Angles; Eulerian Angles Rotation Matrices; Angular Momentum in 3D; Inertial Properties of 3D Bodies

In this section students will learn about Eulerian Angles rotation matrices, angular momentum in 3D, and intertial properties of 3D bodies....
Reading
8 个视频 (总计 70 分钟), 10 个阅读材料, 1 个测验
Video8 个视频
Module 14: Angular Velocity of Bodies in 3D Motion using Eulerian Angles6分钟
Module 15: Derive Rotational Transformation Matrices6分钟
Module 16: Solve a Problem Using Rotational Transformation Matrices7分钟
Module 17: Review Particle Kinetics; Newton’s Laws for Particles; and Euler’s 1st Law for Bodies10分钟
Module 18: Review the Definition of Angular Momentum; and Euler’s 2nd Law for Bodies7分钟
Module 19: Angular Momentum for Bodies in 3D Motion12分钟
Module 20: Review Mass Moments of Inertia and Products of Inertia; Inertial Property Matrix11分钟
Reading10 个阅读材料
Pdf version of Module 13: Eulerian Angles for 3D Rotational Motion Lecture10分钟
Pdf version of Module 14: Angular Velocity of Bodies in 3D Motion using Eulerian Angles Lecture10分钟
Pdf version of Module 15: Derive Rotational Transformation Matrices Lecture10分钟
Pdf version of Module 16: Solve a Problem Using Rotational Transformation Matrices Lecture10分钟
Pdf version of Module 17: Review Particle Kinetics; Newton’s Laws for Particles; and Euler’s 1st Law for Bodies Lecture10分钟
Pdf version of Module 18: Review the Definition of Angular Momentum; and Euler’s 2nd Law for Bodies Lecture10分钟
Pdf version of Module 19: Angular Momentum for Bodies in 3D Motion Lecture10分钟
Pdf version of Module 20: Review Mass Moments of Inertia and Products of Inertia; Inertial Property Matrix Lecture10分钟
Practice Problems10分钟
Solution of Quiz 310分钟
Quiz1 个练习
Eulerian Angles; Eulerian Angles Rotation Matrices; Angular Momentum in 3D; Inertial Properties of 3D Bodies6分钟
4
完成时间(小时)
完成时间为 2 小时

Translational and Rotational Transformations of Inertial Properties; Principal Axes and Principal Moments of Inertia

In this section students will learn about translational and rotational transformations of inertial properties, and principal axes and principal moments of inertia....
Reading
6 个视频 (总计 47 分钟), 9 个阅读材料, 1 个测验
Video6 个视频
Module 22: Rotational Transformation of Inertial Properties4分钟
Module 23: Rotational Transformation of Inertial Properties (cont)8分钟
Module 24: Define Principal Axes and Principal Moments of Inertia4分钟
Module 25: Determine Principal Axes and Principal Moments of Inertia10分钟
Module 26: Solve for Principal Axes and Principal Moments of Inertia with an Example11分钟
Reading9 个阅读材料
Pdf version of Module 21: Translational Transformation of Inertial Properties Lecture10分钟
Pdf Version of Module 22: Rotational Transformation of Inertial Properties Lecture10分钟
Pdf Version of Module 23: Rotational Transformation of Inertial Properties (cont) Lecture10分钟
Pdf Version of Module 24: Define Principal Axes and Principal Moments of Inertia Lecture10分钟
Pdf Version of Module 25 Determine Principal Axes and Principal Moments of Inertia Lecture10分钟
Pdf Version of Module 26: Solve for Principal Axes and Principal Moments of Inertia Lecture10分钟
Worksheet Solutions: Solve for Principal Axes and Principal Moments of Inertia with an Example10分钟
Practice Problems10分钟
Solution of Quiz 410分钟
Quiz1 个练习
Translational and Rotational Transformations of Inertial Properties; Principal Axes and Principal Moments of Inertia.6分钟
4.8
26 个审阅Chevron Right

热门审阅

创建者 ACNov 24th 2016

The instructor does a fascinating job of structuring and delivering the course material. The concepts are simplified and well explained with the help of practical applications and relevance.

创建者 RAFeb 13th 2017

It really changed my perception of viewing things around me. Dr. Whiteman is an expert at teaching mechanics. I recommend this course for all the non-circuit branches of engineering.

讲师

Avatar

Dr. Wayne Whiteman, PE

Senior Academic Professional
Woodruff School of Mechanical Engineering

关于 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. Georgia Tech's campus occupies 400 acres in the heart of the city of Atlanta, where more than 20,000 undergraduate and graduate students receive a focused, technologically based education....

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