Dynamics
 
Course: MET-213-01-Fall 2009, POTT 213, MW 3:30-5 PM
Text:  Applied Engineering Mechanics 4th Ed. by Alfred Jensen and Harry Chenoweth
Instructor: Gregory Neff
Office: ANDR 208D
Office Hours: MW 2:30-3:30 PM & 6-7 PM and TR 6-8,  and by appointment  (Check schedule card outside office for changes)
E-mail gneff@purdue.edu
Telephone: (219) 989-2465 or Toll Free Indiana (800) HI PURDUE Ext. 2465 or Chicago (708) 862 5690 Ext. 2465


Course Description

MET 213. Dynamics.
Class 3, cr. 3.
Prerequisites: MET 111 or MET 118. Corequisites: MA 221 or consent of instructor.  Kinematics and kinetics principles of rigid-body dynamics are introduced. Emphasis is on the analysis of bodies in plane motion.

Student Objectives

After completing this course students should be able to:
1) Solve Kinematics problems with constant acceleration using formulas.
2) Properly construct motion diagrams for the solution of Kinematics problems.
3) Use calculus to solve Kinematics problems.
4) Draw supporting diagrams for Kinetics problems and solve using dynamic equilibrium.
5) Calculate the rotational moment of inertia for basic and composite shapes.
6) Solve problems involving simultaneous translation and rotation.
7) Solve energy, power, impulse, momentum, and efficiency problems.
8) Solve problems involving curvilinear motion.

MET-213 Grade Policy

Final grades will depend on the average of the three scheduled exams as modified by spot quizzes, attendance and class participation. There is no curve, but obtaining 90% of possible points gets an A, 80% a B, 70% a C, 60% a D, and less than 60% an F.  If you are a student with a documented disability who will require accommodations in this course, please register with the Coordinator of Services for Students with Disabilities in the Student Support Services Office located in the Student Union and Library Building (SUL), Room 341, phone numbers:  219-989-2455, 219-989-2454 (voice/TTY) or 219-989-2920.

Ethics are an integral part of being a student and a professional.  Academic integrity is the hallmark of this University.  Therefore, Purdue University Calumet has adopted an Honor Code to which all Purdue University Calumet Students must adhere: "I understand that academic dishonesty will not be tolerated at Purdue University Calumet.  I am here to learn.  Through learning, I will strive to become a better person and a more valuable contributor to society.  I understand that dishonesty in the classroom, through cheating, plagiarism or other dishonest acts, defeats this purpose and disgraces the mission and quality of a Purdue University Calumet education.  Therefore, I make the following pledge:  'In accordance with the honor code, I will not engage in dishonesty in my academic activities, and I will not tolerate such dishonesty by other students.'" Violations of the Honor Code WILL result in a failing grade on the assignment with the strong possibility of course failure and the strong possibility of referral to the Office of the Dean of Students for a conduct sanction (see Purdue University Calumet’s student Handbook).

The student handbook states "Students are expected to attend every meeting of the classes in which they are enrolled. At the beginning of a semester, all instructors should make a statement to each of their classes regarding the handling of unavoidable absences. All matters relative to such absences, including making up of work missed, shall be arranged by the student and instructor involved. A student who is absent may be denied credit for work missed."  The policy for this course is that unavoidable absences may be made up by arrangement with the instructor.  Excessive absences may be referred to the Office of the Dean of Students or his designee who can administratively drop the student.  Students are responsible for dropping courses to avoid a failing grade before the drop deadline which is Friday of the 12th week of the semester (Nov. 20th) by 4:30 PM.  No instructor or advisor permission or signature is required. See the Academic/Registration Calendar from the Office of the Registrar for the exact date.

Syllabus (Tentative)

Class #
Topic
Read Assigned Problems
Basic Prin. - Rect. Mot. 13:1-9 ---
2 Rectilinear Motion 14:1 14: 7,11.12,16
3 Rectilinear Motion 14:2 14: 19,20,22,23
4 Motion Diagrams 14:3-6 14: 26,29,31,32,37
5 Motion Diagrams and Variable Acceleration Appendix D 14: 40,42,48, D: D2, D3, D4
6 Kinetics of Rectangular Motion 15:1-6 15: 7,8,11,20
7 Kinetics of Rectangular Motion 15:7-8 15: 33,35,42,57
8 Curvilinear Motion 16:1-3 16: 3,5,8,9
9 Exam 1 - Chapters 14-15    
10 Curvilinear Motion 16:4-6 16: 11,12,41,45
11 Curvilinear Motion 16:7 16: 52,55,57,78
12 Kinematics of Rotation 17:1-6 17: 12,13,18,23,45
13 Kinematics of Rotation 17:7-8 17: 28,29,32,35,37
14 Kinematics of Rotation 17:9 17: 51,52,56, D: D8, D9
15 Kinetics of Rotation    
16 Kinetics of Rotation 18:1-9 18: 3,9,12,19
17 Kinetics of Rotation 18:10-12 18: 23,33,35,41
18 Exam 2 - Chapters 16,17.18 18:13-14 18: 49,50,59,62
19 Plane Motion 19:1-4 19: 5,7,9,13
20 Plane Motion   19: 15,16,18,21
21 Work 20:1-4 20: 3,5,7,16,22
22 Energy 20:5-6 20: 33,35,36,37
23 Work-Energy Equation 20:7-9 20: 41,44,48,67,71
24 K. E. of Rotation 20:10-11 20: 80,83,86,98,105
25 Plane Motion 20:12 20: 109,110,114,117
26 Power and Efficiency  20:13-14 20: 130,133,134,170,171,173
27 Impulse and Momentum 21:1-6 21: 2,5,8,11,12,13,15,19
28 Impulse and Momentum 21:7-8 21: 24,25,27,28,30
29 Impulse and Momentum 21:9 21: 35,37,38,39,40
30 Exam 3 - Chapters 19,20,21 Final Monday, Dec. 14, 3:30-5:30 PM

Revision date: 8/31/2009