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My Mechanical Vibration CSUF EGME 431 course web page

Nasser M. Abbasi

Last updated May 22, 2009

 

Introduction

I took this course in Spring 2009 at CSUF to learn more about Vibration and control of vibration Not part of a degree program. In the Mechanical Eng. department.

 

class_info

Text Book

book_pic

 

Instructor

Dr Sang June Oh

sjoh@fullerton.edu  714-278-2458

 

 

Course Material

Project

Using Simulink to analyze 2 degrees of freedom system (moved to my main notes)

Exams

exam

 

My score

Class average

exam

First midterm

100/100

71

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Second midterm

98/100

 

PDF

Final exam

87/100

 

PDF

 

 

My class notes

PDF

Cheat sheets

First midterm  PDF

 

Quizz

PDF

 

 

Homeworks

HW number

Description of HW

Grade

Solution

Key

1

1.      Equation of motion of spring mass on an incline surface

2.      Equation of motion of pendulum attached to spring

3.      Solving 2nd order ODE’s

4.      Equation of motion of mass attached to 2 pulley’s

66/70

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Graded solution

PDF

 

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2

1.      Find solution to spring mass system with forcing function for different IC’

2.      Compute IC for spring mass system to cause it to oscillate at some frequency

3.      Find EQM for spring-damper-mass system on incline surface

4.      Car and passengers and different speeds, deflection calculations

5.     The unbalanced mass rotating, the washing machine problem

OK

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3

1.      Find solution to second order ODE with impulse as input

2.      Spring-damper-mass dropped from height h, find resulting EQM

3.      Find solution to second order ODE with 2 impulses as input, one delayed.

4.      Find response of undamped system to half sin input force, using convolution

5.      As above, but the forcing function is triangle looking. Use convolution also.

6.      Find Fourier series for sawtooth function

7.      Solving 2nd order ODE with impulse as input using Laplace transform

8.      Find shock response spectrum to half-sine input (hard)

9.      Find H(s), the transfer function for ODE

10.   Find the frequency response for the above H(s), i.e. set s=jw and plot

 

 

Ok

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