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Quick Facts

Medium Of Instructions	Mode Of Learning	Mode Of Delivery
English	Self Study	Video and Text Based

Course Overview

The Advanced Engineering Systems in Motion: Dynamics of Three Dimensional (3D) Motion Programme is an exacting study of moving bodies and their application in engineering systems and structures. The course includes kinematics, which is the study of the geometry of motion and concepts like velocity, position, and acceleration. Kinetics, which is the study of forces that act on a body, is also included in the programme curriculum designed in partnership with Georgia Institute of Technology.

The intensive Advanced Engineering Systems in Motion: Dynamics of 3D Motion Training will provide you with an advanced level understanding of topics such as angular motion, reference frames, Eulerian angles, rotational and translational motion, and 3-D impulse-momentum principles.

Along with the in-depth video lectures, Advanced Engineering Systems in Motion: Dynamics of Three Dimensional (3D) Motion by Coursera also provides you with a ton of reading material to go through. Practice exercises are also included at the end of every week to solidify the knowledge gained through that module. Upon programme completion, get a course completion certificate from Coursera and the partnered University. You can showcase the certificate on your resume or LinkedIn profile.

The Highlights

A Georgia Institute of Technology offers
Shareable Certificate
Free enrolment
100 percent of online learning
Flexible deadlines
Practical assignments
Industry-expert mentors
The medium of learning: English
6-week course
Approx. 18 hours to complete

Programme Offerings

Georgia Institute of technology Offering
self paced training module
shareable course completion certificate
Online Course
Flexible learning
quizzes for evaluation

Courses and Certificate Fees

Fees Informations	Certificate Availability	Certificate Providing Authority
INR 4001	yes	Coursera

If you are unsure about the programme or are looking to gather knowledge, you can audit the Advanced Engineering Systems in Motion: Dynamics of Three Dimensional (3D) Motion Course for free. You can access the course material free of cost.

However, some course elements like graded assignments and the certificate will be locked. You can unlock these items by paying for the full certificate experience.

Advanced Engineering Systems in Motion: Dynamics of 3D Motion Programme Fee Details

Course	Fees
Advanced Engineering Systems in Motion: Dynamics of 3D Motion Programme Without Certificate	Free
With Certificate	Rs. 4,001 (plus GST)

Eligibility Criteria

Education

To get the most out of the Coursera Advanced Engineering Systems in Motion: Dynamics of 3D Motion Programme, you must know the engineering mechanics fundamentals. Also, you must have completed the Engineering Systems in Motion: Dynamics of Particles and Bodies in the 2D Motion course. It is vital since this programme builds upon the concepts learned from the Engineering Systems in Motion course.

Certificate Qualifying Details

To become eligible for the certification, you need to pass all assignments and meet the minimum passing criteria for the programme. Besides, you need to purchase the course, or you can register for financial assistance. The deadline for getting the certification is 180 days. After the deadline, the validity will expire and if you have not completed the course by then, you have to pay again to receive the certificate.

What you will learn

Knowledge of engineering

Upon the completion of the Advanced Engineering Systems in Motion Dynamics of Three Dimensional (3D) Motion, you will have mastered concepts like:

The derivative formula, calculating angular acceleration, and the definition of angular velocity
Change in velocity depending upon the frames of reference
Eulerian angles, rotation matrices, and angular momentum
Moments of inertia, translational motion, rotational motion, and principal axes
Euler’s equation for three-dimensional motion
3D work-energy principle, Impulse-momentum principle

Admission Details

To apply for the Advanced Engineering Systems in Motion: Dynamics of Three Dimensional (3D) Motion Programme, you must follow the following steps:

Visit the course page, https://www.coursera.org/
Log in using your Google, Facebook, or email credentials.
Search for the “Advanced Engineering Systems in Motion: Dynamics of Three Dimensional (3D) Motion Course” in Coursera’s programme catalogue.
Find and click the “Enroll for free” button on the top left and the bottom left of the page. Click on the button.
You will get a pop-up page that has two options- purchase the programme or audit only. Select an option depending on your preference.
Pay the required fee using the option that is suitable for you to start the course.

Application Details

To enroll in the Advanced Engineering Systems in Motion Dynamics of Three Dimensional (3D) Motion programme by Coursera, sign up using your Facebook/Google/Coursera account. To check the programme resources, you can use the free audit option. To get a course credential, you need to upgrade by buying the course.

The Syllabus

Videos

Course Introduction
Module 2: Derive the “Derivative Formula”; Define Angular Velocity for 3D Motion
Module 3: Define the Properties of Angular Velocity for 3D Motion
Module 4: Solve for the Angular Velocity of a body undergoing 3D Motion
Module 5: Determine the Angular Acceleration for a Moving Reference Frame Relative to another Reference Frame
Module 6: Solve for the Angular Acceleration for a Body expressed in a Series of Multiple Reference Frames

Readings

Syllabus
Consent Form
Pdf version of Course Introduction Lecture
Pdf version Module 2: Derive the “Derivative Formula”; Define Angular Velocity for 3D Motion Lecture
Pdf version of Module 3: Define the Properties of Angular Velocity for 3D Motion Lecture
Pdf version of Module 4: Solve for the Angular Velocity of a body undergoing 3D Motion Lecture
Worksheet Solutions: Solve for the Angular Velocity of a Body Undergoing 3D Motion
Pdf version of Module 5: Determine the Angular Acceleration for a Moving Reference Frame Relative to another Reference Frame Lecture
Pdf version of Module 6: Solve for the Angular Acceleration for a Body expressed in a Series of Multiple Reference Frames Lecture
Worksheet Solutions: Solve for the Angular Acceleration for a Body Expressed in a Series of Multiple Reference Frames
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Practice Problems
Solution of Quiz 1

Practice Exercise

Course Introduction; Angular Velocity; Angular Acceleration

Videos

Module 7: Velocities expressed in Moving Frames of Reference
Module 8: Solve for Velocities Expressed in Moving Frames of Reference
Module 9: Accelerations expressed in Moving Frames of Reference
Module 10: Solve for the Velocity and the Acceleration for Bodies Undergoing 3D Motion and Expressed in Moving Frames of Reference
Module 11: Equations of Motion for a Particle Moving Close to the Earth
Module 12: Solve a Problem for the Motion of Particles Moving Close to the Earth

Readings

Pdf version of Module 7: Velocities expressed in Moving Frames of Reference Lecture
Pdf version of Module 8: Solve for Velocities Expressed in Moving Frames of Reference Lecture
Worksheet Solutions: Solve for Velocities Expressed in Moving Frames of Reference
Pdf version of Module 9: Accelerations expressed in Moving Frames of Reference Lecture
Pdf version of Module 10: Solve for the Velocity and the Acceleration for Bodies Undergoing 3D Motion and Expressed in Moving Frames of Reference Lecture
Worksheet Solutions: Solve for the Velocity and the Acceleration for Bodies Undergoing 3D Motion and Expressed in Moving Frames of Reference
Pdf version of Module 11: Equations of Motion for a Particle Moving Close to the Earth Lecture
Pdf version of Module 12: Solve a Problem for the Motion of Particles Moving Close to the Earth Lecture
Earn a Georgia Tech Badge/Certificate/CEUs
Practice Problems
Solution of Quiz 2

Practice Exercise

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

Videos

Module 13: Eulerian Angles for 3D Rotational Motion
Module 14: Angular Velocity of Bodies in 3D Motion using Eulerian Angles
Module 15: Derive Rotational Transformation Matrices
Module 16: Solve a Problem Using Rotational Transformation Matrices
Module 17: Review Particle Kinetics; Newton’s Laws for Particles; and Euler’s 1st Law for Bodies
Module 18: Review the Definition of Angular Momentum; and Euler’s 2nd Law for Bodies
Module 19: Angular Momentum for Bodies in 3D Motion
Module 20: Review Mass Moments of Inertia and Products of Inertia; Inertial Property Matrix

Readings

Pdf version of Module 13: Eulerian Angles for 3D Rotational Motion Lecture
Pdf version of Module 14: Angular Velocity of Bodies in 3D Motion using Eulerian Angles Lecture
Pdf version of Module 15: Derive Rotational Transformation Matrices Lecture
Pdf version of Module 16: Solve a Problem Using Rotational Transformation Matrices Lecture
Pdf version of Module 17: Review Particle Kinetics; Newton’s Laws for Particles; and Euler’s 1st Law for Bodies Lecture
Pdf version of Module 18: Review the Definition of Angular Momentum; and Euler’s 2nd Law for Bodies Lecture
Pdf version of Module 19: Angular Momentum for Bodies in 3D Motion Lecture
Pdf version of Module 20: Review Mass Moments of Inertia and Products of Inertia; Inertial Property Matrix Lecture
Practice Problems
Solution of Quiz 3

Practice Exercise

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

Videos

Module 21: Translational Transformation of Inertial Properties
Module 22: Rotational Transformation of Inertial Properties
Module 23: Rotational Transformation of Inertial Properties (cont)
Module 24: Define Principal Axes and Principal Moments of Inertia
Module 25: Determine Principal Axes and Principal Moments of Inertia
Module 26: Solve for Principal Axes and Principal Moments of Inertia with an Example

Readings

Pdf version of Module 21: Translational Transformation of Inertial Properties Lecture
Pdf Version of Module 22: Rotational Transformation of Inertial Properties Lecture
Pdf Version of Module 23: Rotational Transformation of Inertial Properties (cont) Lecture
Pdf Version of Module 24: Define Principal Axes and Principal Moments of Inertia Lecture
Pdf Version of Module 25 Determine Principal Axes and Principal Moments of Inertia Lecture
Pdf Version of Module 26: Solve for Principal Axes and Principal Moments of Inertia Lecture
Worksheet Solutions: Solve for Principal Axes and Principal Moments of Inertia with an Example
Practice Problems
Solution of Quiz 4

Practice Exercise

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

Videos

Module 27: Develop Euler Equations for 3D Motion
Module 28: Develop Euler Equations for 3D Motion (cont.)
Module 29: Solve for the Motion of a Rigid Body Undergoing 3D Rotational Motion
Module 30: Solve for the Motion of a Rigid Body Undergoing 3D Rotational Motion (cont.)
Module 31: Solve for the Motion of a Rigid Body Undergoing 3D Rotational Motion (cont.)

Readings

Pdf Version of Module 27: Develop Euler Equations for 3D Motion Lecture
Pdf Version of Module 28: Develop Euler Equations for 3D Motion (cont.) Lecture
Pdf Version of Module 29: Solve for the Motion of a Rigid Body Undergoing 3D Rotational Motion Lecture
Pdf Version of Module 30: Solve for the Motion of a Rigid Body Undergoing 3D Rotational Motion Lecture
Pdf Version of Module 31: Solve for the Motion of a Rigid Body Undergoing 3D Rotational Motion Lecture
Worksheet Solutions: Solve for the Motion of a Rigid Body Undergoing 3D Rotational Motion
Practice Problems
Solution of Quiz 5

Practice Exercise

Motion Equations Governing 3D Rotational Motion of a Rigid Body (Euler Equations)

Videos

Module 32: Develop and Apply the Principle of Impulse-Momentum to Rigid Bodies Undergoing Motion
Module 33: Develop the Principle of Work-Energy for Bodies in 3D Rigid Body Motion
Module 34: Apply the Principle of Work-Energy for Bodies in 3D Rigid Body Motion
Module 35: Course Conclusion

Readings

Pdf Version of Module 32: Develop and Apply the Principle of Impulse-Momentum to Rigid Bodies Undergoing Motion Lecture
Pdf Version of Module 33: Develop the Principle of Work-Energy for Bodies in 3D Rigid Body Motion Lecture
Pdf Version of Module 34: Apply the Principle of Work-Energy for Bodies in 3D Rigid Body Motion Lecture
Worksheet Solutions: Apply the Principle of Work-Energy for Bodies in 3D Rigid Body Motion
Pdf Version of Module 35: Course Conclusion Lecture
Where to go from here?
Practice Problems
Solution of Quiz 6

Practice Exercise

3D Impulse-Momentum Principles; 3D Work-Energy Principles

Instructors

Georgia Tech Frequently Asked Questions (FAQ's)

1: Are there any prerequisites for the Advanced Engineering Systems in Motion: Dynamics of Three Dimensional (3D) Motion course?

Yes, students are recommended to be comfortable in basic engineering mechanics concepts. Also, it is recommended for the students to complete the Engineering Systems in Motion: Dynamics of Particles and Bodies in the 2D Motion course.

2: How to apply for financial aid?

If you cannot afford the cost of the Advanced Engineering Systems in Motion: Dynamics of Three Dimensional (3D) Motion course, you can apply for Coursera’s financial aid. You can find the link to the application form for financial assistance beside the “Enroll” button. After filling the application form, Coursera will let you know of your approval in a few days.

3: What will I get on purchasing the certificate?

On Purchasing the certificate experience, full access to all course elements of Advanced Engineering Systems in Motion: Dynamics of Three Dimensional (3D) Motion course will be provided to you. The course-end certification will then adorn your Coursera accomplishment page. The certificate is printable, and you can add it to your LinkedIn profile with ease.

4: When can I access the lectures and assignments?

Accessing the lectures and assignments depends upon your type of enrollment. You can purchase the certificate during or after you’ve audited the entire course. Some auditable programmes have no locked content, and a purchase is only to be made for the certificate.