ME 230   Kinematics and Dynamics
syllabus  teams instructors
Instructor: Wei-Chih Wang
Office: MEB 113 or 260
Phone: 206-543-2479
E-mail:
abong@u.washington.edu
Office hours: M,W,F 1:30 - 2:30
Lab Website: depts.washington.edu/mictech

 

Teaching Assistant:

David Schipf schipf@uw.edu

Office hours: Monday 1:00- 4:00PM

Jinyuan Zhang  jinyuan@uw.edu

Office hours: Th 3:00-6:00PM

Paul Murphy  pgmurphy@uw.edu

Office hours: Friday 2:00-5:00PM

Kebin Gu kebin@u.washington.edu

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TA office hours are held in MEB 238!

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Lectures: M, W, F, 12:30-1:20  in EEB105

Download the Syllabus here.

Memorandum Requirements (use for extra credit project) here

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Tentative Schedule:

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Date

Topic

Assigned

Due

M. Jan. 6 Course Introduction

Interesting projects relevant to this class:

water calculator

diamagnetic levitating motor

diamagnetic levitating generator

Old Engr100 SMA, optical wireless transceivers, Rube Goldberg, robot and musical instrument projects

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Lecture: Rectilinear kinematics: Continuous motion
Reading: (Chapter 12) - 12.1-12.2 
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W. Jan. 8 Lecture 1: Rectilinear kinematics: Erratic motion

Simple vector lecture

Integral and derivative table

Reading: (Chapter 12) - 12.3

Chapter 12: 10, 22, 24, 26, 28, 32, 37, 62, 71, 92, 98, 112, 120, 122, 144, 163, 175, 179 ¡@
F. Jan. 10 Lecture 2: General curvilinear motion,
Curvilinear motion: Rectangular components,
Motion of a projectile

Reading: (Chapter 12) - 12.4-12.6

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M. Jan. 13 Lecture 3: Curvilinear motion: Normal & tangential components and cylindrical components

Reading: (Chapter 12) - 12.7-12.8

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W. Jan. 15 Lecture 4: Absolute dependent motion analysis of two particles, Relative motion analysis of two particles using translating axis

Reading: (Chapter 12) - 12.9-12.10

Chapter 12- 211, 232, 234, 238, Chapter 13-16, 22, 28, 42, 43, 48 Chapter 12: 10, 22, 24, 26, 28, 32, 37, 62, 71, 92, 98, 112, 120, 122, 144, 163, 175, 179

Solution 1

F. Jan. 17 Lecture 5: Newton¡¦s laws of motion, The equation of motion, Equation of motion for a system of particles, Equations of motion: Rectangular coordinate system

Reading: (Chapter 13) - 13.1-13.4

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M. Jan. 20 ¡@

Martin Luther King Day!! mlk-day-2013

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W. Jan. 22 Lecture 6:  Equations of motion: Rectangular coordinate system, Equations of motion: n-t coordinates

Reading: (Chapter 13) - 13.4-13.5

Chapter13-59, 65, 66, 75, 91, 93, 97, 107
Chapter14-3, 11, 14, 21
Chapter 12- 1 211, 232, 234, 238, Chapter 13-16, 22, 28, 42, 43, 48

Solution 2

F. Jan. 24 Lecture 7: Equations of motion: Equations of motion: Cylindrical coordinates

Reading: (Chapter 13) - 13.6

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M. Jan. 27 Lecture 8:  Work and Energy, Principle of Work and Energy,  Principle of Work and Energy for A system of Particles

Reading: (Chapter 14) - 14.1-14.3

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W. Jan. 29 Lecture 9:  Power and Efficiency,  Conservation of Forces and Potential Energy, Conservation of Energy

Reading: (Chapter 14) - 14.4-14.6 (may skip 14.5)

Chapter14-71, 77, 79, 91, 92
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Chapter13-59, 65, 66, 75, 91, 93, 97, 107
Chapter14-3, 11, 14, 21

Solution 3

F. Jan. 31 1st Midterm (cover up to Conservation of Forces and Potential Energy, Conservation of Energy) ¡@ 1st midterm solution
M. Feb. 3 Lecture 10:  Impulse and Momentum

Reading: (Chapter 15) - 15.1-15.3

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Extra credit project

Final Project

Proposal ¡@
W. Feb. 5 Lecture 11:  Impact

Reading: (Chapter 15) - 15.4

Chapter15-6,11, 21,42, 54,57

Chapter15- 63, 80, 88, 92,105,108
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Chapter14-71, 77, 79, 91, 92
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Solution 4

F. Feb. 7 Lecture 12:  Angular momentum, relation between moment of a force and angular momentum, angular impulse and momentum principles

Reading: (Chapter 15) - 15.5-15.7

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M. Feb. 10 Lecture 13: Planar kinematics of a rigid body: Rigid body motion, Translation, Rotation about a fixed axis

Reading: (Chapter 16) - 16.1-16.3

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W. Feb. 12 Lecture 14: Planar kinematics of a rigid body: Absolute motion analysis, Relative motion analysis: Velocity, Instantaneous center of zero velocity, Relative motion analysis: Acceleration

Reading: (Chapter 16) - 16.4-16.7

Chapter16- 13, 18, 34

Chapter16-43, 49, 50, 65, 73, 91, 105, 111, 114, 115
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Chapter15-6,11, 21,42, 54,57

Chapter15- 63, 80, 88, 92,105,108
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Solution 5

F. Feb. 14 Lecture 15:  Planar kinetics of a rigid body: Moment of Inertia

Reading: (Chapter 17) - 17.1

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M. Feb. 17 ¡@

Presidents Day!! President's Day

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W. Feb. 19 Lecture 16:  Planar kinetics of a rigid body: Planar kinetic equations of motion, Equations of motion: translation

Reading: (Chapter 17) - 17.2-17.3

Chapter17- 6, 23, 27,33, 38, 43, 53,  59, 74, 79,,95, 98, 102,109

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Chapter16- 13, 18, 34

Chapter16-43, 49, 50, 65, 73, 91, 105, 111, 114, 115
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Solution 6

F. Feb. 21 Lecture 17:  Planar kinetics of a rigid body: Planar kinetic equations of motion, Equations of motion: translation

Reading: (Chapter 17) - 17.2-17.3

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M. Feb. 24 Lecture 18:  Planar kinetics of a rigid body: Equations of Motion: Rotation about a Fixed Axis
Equations of Motion: General Plane Motion

Reading: (Chapter 17) - 17.4-17.5

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W. Feb. 26 Lecture 19:  Planar kinetics of a rigid body: Kinetic energy, Work of a force, Work of a couple, Principle of work and energy

Reading: (Chapter 18) - 18.1-18.4

Chapter18- 17, 37, 43, 47 Chapter17- 6, 23, 27,33, 38, 43, 53,  59, 74, 79,,95, 98, 102, 109

Solution 7

F. Feb. 28 2nd Midterm (exam only covers Ch15, 16 and 17) ¡@ ¡@
M. Mar. 3 Lecture 20:  Work and Energy

Reading: (Chapter 18) - 18.5

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W. Mar. 5 Lecture 21:  Linear and angular momentum, Principle of impulse and momentum, Conservation of momentum

Reading: (Chapter 19) - 19.1-19.3

Chapter19-  7, 11, 19, 20 Chapter18- 17, 37, 43, 47

Solution 8

F. Mar. 7 Final Project Assignment

Old Engr100 SMA, optical wireless transceivers, Rube Goldberg, robot and musical instrument projects

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M. Mar. 10 Final Project ¡@ ¡@
W. Mar. 12 Final Project ¡@ Chapter19-  7, 11, 19, 20

Solution 9

F. Mar. 14 Final Project ¡@ ¡@
F. Mar.  21 Final Project Due!!!! ¡@ Final report Format (group)

Evaluation Table for Teammates (turn in along with your final report

Referencing your work

cite references and create bibliographies using RefWorks in Microsoft Word

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¡@ Homework: Homework will be assigned in class. Homework for each week is due the following Wednesday (During Class). Late homework will not be accepted (partial credit will not be given). Please write down your section number on your homework.

Grading of Homework: Only one or two questions (chosen by the instructor) from the homework (assigned for each week) will be graded ¡V the resulting grade will constitute the grade for that week's homework. Therefore, answer all the questions correctly to get full credit for the homework.

Exams: Exams will be open book and open notes. There will be no alternate exams if you miss any. Exams will include materials covered in the text, class, and homework.

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