Subject Code

MECH7007

Subject Name

Mechanical System Design

University Name

Western Sydney University, Australia

Introduction

echanical System Design is to design parts, components, or systems of mechanical nature. Like the design of various

echanical System Design is to design

and belts.

parts, components, or systems of mechanical nature. Like the design of various and belts.

Mechanical System Design is a course that helps the students to understand the product design and development of machine components and assemblies using engineering system approaches. The objectives of this particular assessment ‘Basics of motion analysis using Solidworks’ are- To individually apply the motion simulation module - SolidWorks (SW) Motion to position, velocity, and acceleration analyses of A Geneva drive.

• To have a team discussion on the Mechanical System Design Project.
• Practice design alternatives to enhance CAD skills using commercial software

Mechanical Designing Software: SOLIDWORKS

Students pursuing Mechanical engineering will be very well aware of SolidWorks. Solidworks is software that is used to develop a mechanical system from beginning to end. SOLIDWORKS, a solid modeling computer-aided design, and computer-aided engineering program are one of the most popular software options for mechanical engineers.

Western Sydney University, Australia

Western Sydney University is one of the leading educational institutions in Australia with its main campus in the Greater Western region of Sydney, Australia. The university is ranked among the top 400 universities in the world. Undergraduate, Postgraduate, and research degrees are provided by the university in a variety of subjects like Business, Arts, Communication, Engineering, IT, and many more.

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Assessment Details

Learning Outcomes

⦁ Apply machine design concepts to the creation of machine components.
⦁ Recognize common engineering representations of machine elements.
⦁ Interpret and assess mechanical component and system design using regulatory standards for mechanical design.
⦁ Apply the design process to a practical goal.
⦁ Examine the normal design process by looking at the fundamentals of primary machine components, bearing design, and bearing selection.
⦁ Apply stress analysis techniques to the size of machine components and systems engineering approaches to the overall design of a mechanical system.
⦁ Using commercial software, practice design alternatives to improve CAD abilities.
⦁ Conduct mechanical design in a collaborative setting.

Lab Class Activities

⦁ Activity I - Teamwork on MSD Project (20 minutes)

1 .Preliminarily develop innovative design and performance criteria
2. Allocate design for each member
3. Make design planning, time scheduling, and Gantt chart

⦁ Activity II - Individual Work on CAD (100 minutes)

1. Individually finishing the Lab Report
2. Submit both the SW files and this Lab Report 1, which will be assessed to the vUWS site, at the end of the computer lab class.

Activity II - Motion Analysis of Geneva Drive

A Geneva Drive shown below is a simple and basic mechanism that translates a continuous rotation movement into intermittent rotary motion. In this Lab Practice, you will conduct a motion analysis on this Geneva Drive by yourself. Firstly, you are required to create three parts– a base, a Geneva driving, and a Geneva wheel then you need to assemble them and finish the motion analysis using SolidWorks.

Simulation Results of CAD Modelling and Motion Analysis of Geneva drive

Part A - CAD Modelling Create the SolidWorks parts and assembly of the assembly and use screenshots to showthem below, respectively.

Part B - Velocity and Acceleration Analysis

a. Geneva driving plate: plot the angular velocity, displacement, and acceleration for this geneva driving plate as a Magnitude result component and indicate what the magnitudes of the maximum angular velocity and angular acceleration respectively.

b. Geneva wheel: plot the angular velocity, displacement, and acceleration for the wheel as a Magnitude result component and indicate the magnitudes of the maximum angular velocity and angular acceleration respectively.

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