Course Title: Mechanics of Machines 2
Part B: Course Detail
Teaching Period: Term2 2011
Course Code: OENG5195
Course Title: Mechanics of Machines 2
School: 130T Engineering (TAFE)
Campus: City Campus
Program: C6016 - Advanced Diploma of Engineering Technology (Principal Technical Officer)
Course Contact : Program Manager
Course Contact Phone: +61 3 9925 4468
Course Contact Email:engineering-tafe@rmit.edu.au
Name and Contact Details of All Other Relevant Staff
Teacher :- Vettrivel Chinnadurai
Telephone Contact:- 99254667
Email;- vettri.chinnadurai@rmit.edu.au
Nominal Hours: 60
Regardless of the mode of delivery, represent a guide to the relative teaching time and student effort required to successfully achieve a particular competency/module. This may include not only scheduled classes or workplace visits but also the amount of effort required to undertake, evaluate and complete all assessment requirements, including any non-classroom activities.
Pre-requisites and Co-requisites
The following modules (or equivalents) should be preferably completed prior to, or in conjunction with, this module:
 VBG873 Mechanics of Machines 1
 VBH624 Advanced Engineering Mathematics 1
 VBH625 Advanced Engineering Mathematics 2
Course Description
The purpose of this module is to provide participants with the skills, knowledge and attitudes required to describe and analyse the effects of forces on the motion of rigid bodies and vibrating systems, in order to predict dynamical behaviour in preparation for engineering design. The module is a follow on from Mechanics of Machines 1, and also facilitates articulation to Degree courses in Engineering (Mechanical/Manufacturing).
National Codes, Titles, Elements and Performance Criteria
National Element Code & Title: |
VBG874 Mechanics of Machines 2 |
Learning Outcomes
On completion of this module the learner should be able to:
1. Solve engineering problems relating to the Kinematics of rigid bodies moving with planar motion.
2. Use Newton’s Second Law of Motion to solve engineering problems relating to the Kinetics of rigid bodies subjected to unbalanced Forces and Moments, resulting in planar motion.
3. Use Work - Energy methods to solve engineering problems relating to the Kinetics of rigid bodies moving with planar motion.
4. Use Impulse and Momentum principles to solve engineering problems relating to the Kinetics of rigid bodies moving with planar motion.
5. Solve engineering problems relating to the dynamic behaviour of vibrating single-degree of freedom systems.
Details of Learning Activities
Class room lecturing, problem solving with different data"s and parameters and Applying mathmatical steps. Students will be educated to thing and analyse the data available and find the solution.
Teaching Schedule
Session No | Week Starting | Topic | Learning Outcome Reference |
1 | 04/07/2011 | Introduction to Courses, Assessment, Reference Books, etc. Introduction to Kinematics of Rigid Bodies | LO – 1 |
2 | 11/07/2011 | Translation, Rotation about a fixed axis, Angular motion and motion of a Point | LO – 1 |
3 | 18/07/2011 | Absolute and Relative motion Analysis. | LO – 1 |
4 | 25/07/2011 | Instantaneous centre of Zero Velocity and Relative motion Analysis- acceleration | LO – 1 |
5 | 01/08/2011 | Mass moment of Inertia and Radius of Gyration | LO – 2 |
6 | 08/08/2011 | Planar Kinetic equation of motion -Translation | LO – 2 |
7 | 15/08/2011 | Planar Kinetic equation of motion – Rotation about a fixed axis and General Plane motion | LO – 2 |
8 | 22/08/2011 | Revision : About LO-1 and 2 ; start of LO-3 , Kinetic Energy, Work of a force. Assignment -1 Handing out |
LO – 2 &3 |
29/08/2011 | TERM BREAK – NO CLASS | ||
9 | 05/09/2011 | UNIT TEST No. 1 and last date for submission first Assignment | LO – 1&2 |
10 | 12/09/2011 | The Work of a Couple and Principle of Work and Energy | LO – 3 |
11 | 19/09/2011 | Conservation of Energy | LO – 3 |
12 | 26/09/2011 | Rigid Body – Linear and Angular Momentum and principle of impulse and Momentum | LO – 4 |
13 | 03/10/2011 | Conservation of Momentum and Eccentric Impact | LO – 4 |
14 | 10/10/2011 | Undamped free Vibration and Energy Methods | LO – 5 |
15 | 17/10/2011 | Damped and Undamped forced Vibration | LO – 5 |
16 | 24/10/2011 | Damped free vibration | LO – 5 |
17 | 31/10/2011 | REVISION AND HANDING OUT ASSIGNMENT -2 | LO – 3,4&5 |
18 | 07/11/2011 | MAIN EXAM-FINAL ASSESSMENTS CONDUCTED AND COMPLETED. Please Note:- This is the tentative date for Exam. However, It may change as the exam held in MSAC(Melbourne Sports Aquatic Centre). Changes of Date will be notified earlier. | LO – 3,4&5 |
Learning Resources
Prescribed Texts
Engineering Mechanics - Dynamics- By R.C.Hibbeler - 12th Edition |
0-13-191669-4 |
References
Advanced Dynamics by R.C.Hibbler |
Other Resources
In Black Board, All the class handouts, problem and solutions are available
Overview of Assessment
Assessment for this module will consist of the following:
Written assignments
Progressive written test
End of module written exam
Assessment Tasks
Assessment will be as follows.
1. written Assignment No :-1 ( Covers Learning outcomes 1 and 2)
2. written Assignment No :-2 ( Covers Learning outcomes 3,4 and 5)
3..Unit Test No :-1 ( Covers Learning outcomes 1 and 2)
4. Main exam ( In MSAC or Storey Hall) ( Covers Learning outcomes 3,4 and 5)
Assessment Matrix
Written Assignment - 1 -10%
Written Assignment - 2 -10%
Written Class Test -1 - 30%
Main Exam (written) -50%
Marking Guide for Assessment of OENG5195 Mechanics of Machines -2.
Distribution Of marks for Each Questions are as follows
S.no | Marking Criteria | Percentage of Allocated Mark per Question |
1 | writing down the data given clearly |
10% |
2 | selecting the correct formula or equation and writing down |
10% |
3 | Clearly demonstrating the Prroblem solving techniques used and presented | 60% |
4 | Using Appropriate units | 10% |
5 | Correct Answers | 10% |
6 | Total | 100% |
Problem solving techniques means:
1. Read the problem carefully and try to correlate the actual physical situation with the theory you studied.
2. Draw any necessary diagrams and tabulate the problem data.
3. Establish a coordinate system and apply any relevant mathematical principles.
4. Solve the necessary equations algebraically, then use consistent set of units and complete the solution numerically. Report the answers with its units
5. Study the answers using technical judgement and common sense determine whether or not it seems reasonable.
Other Information
Students please note that Both the Exam and test will be Closed Book exam. Formula and Answering sheet will be provided in the exam hall. Unit Tests and Main Exam dates are Tentative. It may Change during session delivery time. Changes of Dates will be informed.
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