Mechanical Vibrations
Mechanical Vibrations
College of Science, Engineering and Health Learning Package
Mechanical Engineering
1
V1 October 2015
Mechanical Vibrations
Project development team:
Project sponsored by:
Tom Steiner (acting Associate Pro Vice C
Solid Mechanics 3
Solid Mechanics 3
College of Science, Engineering and Health
Learning Package
Mechanical Engineering
1
V5 September 2015
Solid Mechanics 3
Project development team:
Project sponsored by: Tom Steiner (Acting Associate Pro Vice Chancellor,
SCHOOL OF ENGINEERING, RMIT UNIVERSITY
MIET 2074 Mechanical Vibrations
ASSIGNMENT 1
This assignment contains 8 questions covering the free and forced vibrations of single
degree of freedom systems. This assignment is worth 15% for the final assessment of
Chapter 2: Transverse Shear
Week 3 & Week 4
Topic
Shear in Straight Members
The Shear Formula
Reading List from the Textbook*
Homework
7.1, 7.2
P14-P18
* Prescribed textbook: Mechanics of Materials, Hibbeler, Ed. 8th (SI Unites)
Learning Outcomes
Upon suc
Assignment 2
Q1.) The purpose of government intervention is to correct the market failures, such as
inequality, externalities, and public goods. Traffic congestion is counted as in the public
goods. As Tim Williams mentioned that building more roads cant
Assignment 2
Q1.) The purpose of government intervention is to correct the market failures, such as
inequality, externalities, and public goods. Traffic congestion is counted as in the public
goods. As Tim Williams mentioned that building more roads cant
INTERNATIONAL UNIVERSITY
DEPARTMENT OF ENGLISH
IE2 READING & WRITING - ESP HANDOUT
UNIT 2: CONSTRUCTION
TOPIC 2.1: ROLES AND RESPONSIBILITIES
A. STARTER
1. Look at this illustration. Say what the peoples jobs are and what they do.
2. Match these descripti
Diagonal, Triangular, and Symmetrical Matrices
There are many types of matrices with special properties that include transposes,
inverses, and matrix operations. These matrices can either be diagonal, triangular, or
symmetrical.
Triangular Matrices:
Trian
Derivatives
October 2, 2015
Tangent problem (Again)
Want to find the slope of the
tangent line to y = f (x) at the
point P(a, f (a)
Take a point Q(x, f (x) and
find slope of PQ
Tangent problem (Again)
Want to find the slope of the
tangent line to y = f (
Applications of
derivatives
October 19, 2015
The change in x and y
Function y = f (x)
Let x change from x1 to x2
The change in x: x = x2 x1
The change in y:
y = f (x2) f (x1)
The change in x and y
Function y = f (x)
Let x change from x1 to x2
The cha
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