Syllabi for Regis

DYNAMICS_EGN2322

                                               VALENCIA COLLEGE

Department of Engineering

Division of Architecture, Engineering & Technology

West Campus Building 9, Room 140 (407)-582-1902/1903

 

http://www.valenciacollege.edu/west/engineering                     SESSION: SPRING 2019

 

Course syllabus for EGN-2322, Engineering Analysis-Dynamics, CRN 23242

Office hours:

Monday:      7:00 AM – 8 :30 AM in office  and 10:00 to 11:30 AM in office 

Tuesday :      11:00AM - 12:00PM  in office 

Wednesday : 7:00 AM- 8:30 AM in office and 10:00 to 11:30 AM in office 

Thursday:            7 :00 AM – 8:30 AM in office 

Friday (Virtual) :   8:00 AM – 9:30 AM e mail/phone

Catalog Course Description: Kinematics and Kinetics of particles and rigid bodies: mass and acceleration, work and energy, impulse and momentum.

 

Class time and location:

CRN 23242: 8:30 AM – 9:45 AM, M-W, Bldg 11 room 236.

Recitation times: If in 23242 class, then Wednesday from 10:30 to 11:30AM

                            If in 27129 class, then Wednesday from 11:30 to 12:30AM

 

Textbook: Vector Mechanics for Engineers,Dynamics, Beer Johnston 12th edition , Publisher: McGraw Hill.

ISBN: 10:978-1-259-97730-5 for Valencia tailored textbook (students to do their own verification on up to date ISBN number)

 

Materials:  Programmable calculator required (TI-89 or above preferred).

 

Professor’s Information:

 Henry Regis

            Office: West Campus, Bldg 11, room 260.

            Phone: 407-582-1218

            E-mail: hregis@valenciacollege.edu

             

                       

 

                                     

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Student Performance Assessment:

           

            Weight of tests (2):         30%

            Weight of quizzes:          30%

            Weight of final:               30%

             Weight of home work    10% (includes extra credit in class in 10%)

            Grading scale: 90-100% = A

                                    80-89%   = B

                                    70-79%   = C

                                    60-69%   = D

                                    0-59%     = F

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Notes/Policy:

1.    The syllabus and course outline may be changed by notice from the instructor.

2.    Homeworks will be done on line at the connect.mheducation.com  (link: http://connect.mheducation.com/class/h-regis-dynamics_0830_spring2019Note: underscore needed between the dynamics and 0830 and also between 0830 and spring2019.

3.    It is your responsibility to get familiar with the website requirements prior to attempting the homework problems. Certain units and formatting requirements pertain. Get familiar with help sections BEFORE you submit home works.

4.    Withdrawal deadline: 22 march 2019. You cannot withdraw after that date (per new Valencia policy). I will NOT withdraw you after that date.

5.    Drop/Refund deadline: 16 January (double check it yourself)

6.    Class attendance and punctuality are crucial factors in the learning process and successful completion of the course. Students with more than 3 unexcused absences may be withdrawn from the course. Being more than 15 minutes late will be counted as an unexcused absence (unless agreed to by the instructor in advance or an emergency as agreed to by instructor).

7.    No make ups for quizzes or tests will be given for any reason (no exceptions including medical). Early test or quiz MAY be given with advance notice if instructor agrees. Lowest quiz score will be dropped. If you miss a test you will not receive a zero but your final exam will count more to compensate. A pop quiz may be given if attendance at the beginning of the class is low (less than half the class present at the beginning of class)

8.    No late work will be accepted, no exceptions (including medical or other emergency).

9.    Extra credit which will count towards your homework grade (max of 10% total for the home work and extra credit) will be given for correct and justified answers in class practice. No laptops, phones or pads can be open during extra credit work in class.

10. It is the student’s responsibility to find out what was covered in class if absent.

11. Answers on home works, quizzes and tests must be circled and justified for proper credit.

12. Students with disabilities; see me early if you need special arrangements and you have officially gone through the office of disabilities.

13. Check your atlas account regularly for possible e-mails from the instructor for assignment changes or any other worthy news.

14. Turn off and put away your cellular phones prior to entering the classroom. Do not leave the class room to answer cell calls unless real emergencyDo not text in class.

15. PHONES MUST BE OFF AND STAY IN THE CLASSROOM DURING QUIZZES AND TESTS INCLUDING THE FINAL EXAM.FAILURE TO DO SO COULD RESULT IN AN F FOR THE CLASS.

16. Making audio or/and video recording of lectures or any classroom activities is not permitted unless official permission has been obtained by the Office with Disabilities and the instructor prior to ANY recordings.

17. I am here to help. See me or our engineering tutor in the lab EARLY if you are struggling with the concepts. You should expect to spend 2 to 3 hours outside of class for each hour in the class room to be successful in this class (this varies with the student of course).

18. If you miss the final, you will receive an F in the class.

19. Scheduling a vacation or trip away during final exam time frame is NOT acceptable and will NOT be accepted as a reasonable reason for an earlier or later final.

20.  IGNORE GRADE COMPILATION/OVERALL GRADE IN CANVAS, IT IS NOT WEIGHTED PER MY SYLLABUS.

21. RECITATION ATTENDANCE IS MANDATORY. MISSING 3 RECITATION SESSIONS WILL BE GROUNDS FOR BEING DROPPED FROM THE CLASS!

 

Course learning outcomes:

 

·       Student will be able to perform derivatives of vector functions

·       Student will be able to calculate position, velocity and acceleration of a point

·       Student will be able to demonstrate an appreciation for Newtonian Mechanics

·       Student will be able to able to apply Kinematics using a rectangular coordinate system

·       Student will demonstrate the use of the equations of motion

·       Student will be able to calculate accelerations using Newton's second law and corresponding mass-acceleration diagrams

·       Student will be able to perform Kinematic calculations using a Normal-Tangent coordinate system

·       Student will demonstrate ability to perform Kinematic calculations using a Radial-Transverse coordinate system

·       Student will able to perform calculations using Force-Mass-Acceleration Method in a Curvilinear Coordinate System

·       Student will show ability to calculate work due to a force

·       Student will demonstrate ability to apply the Principle of Work and Kinetic Energy

·       Student will be able to distinguish between conservative and non-conservative forces

·       Student will be able to show ability to utilize the principle of Impulse and Momentum

·       Student will be able to analyze motion of satellites in Space under a gravitational force

·       Student will be able to demonstrate understanding of the Kinematics of Relative and Constrained Motion

·       Student will be able to perform calculations using the Equations of Motion of the Mass Center

·       Student will be able to apply the Work-Energy and Impulse-Momentum Principles with two or more particles

·       Student will show ability to use the Principle of Impulsive motion to solve for forces or time variables.

·       Student will be able to perform calculations as related to an object in three dimensions in rotation about a fixed axis

·       Student will demonstrate an ability to analyze the Kinematics of Plane Motion

·       Student will be able to calculate velocities and accelerations using the relative velocity equation as related to Plan Motion

·       Student will be able to calculate velocities using the Concept of Instantaneous Center of Rotation

·       Student will perform calculations using the Concept of Mass Moment of Inertia as applied to Composite Bodies

·       Student will be able to perform calculations related to the angular momentum of a rigid body

·       Student will be able to perform calculations using the Equations of Plane Motion

·       Student will be able to perform calculations related to the work and power of a couple

·       Student will demonstrate an ability to analyze the kinetic energy of a rigid body in plane motion

·       Student will demonstrate an ability to use the  Work-Energy and Conservation of Mechanical Energy Principles as applied to rigid objects in plane motion

·       Student will demonstrate an ability to calculate velocities as related to rigid body impact.

·       Students will demonstrate the ability to perform calculations related to the undamped vibrations of particles (optional)

·       Students will be able to analyze the free vibrations of rigid bodies (optional)

 

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Course Outline for Course EGN-2322, CRN 23241  SPRING 2019

(Subject to change at the discretion of the instructor)

Week of:                    Subject                                                            Chapter and sections

 1/7                      Kinetics of a particle                                          11    1 thru 5

1/13                   Kinetics of a particle: Newton’s 2nd law          12    1thru   3                      

1/20                      Kinetics of a particle: Energy and Momentum  

                                     Methods                                                      13     1 thru 4

                                 

1/28                     Systems of particles                                             14     1 thru 3

2/4                   Kinematics of Rigid Bodies (translation/rotation)     15      1 thru 3

2/11                 General Plane Motion                                               15     4 thru 7

2/18                  Acceleration in plane motion                                    15     8

2/25                 Coriolis Motion                                                       15     9 thru 11              

3/4               Plane Motion of Rigid Bodies : Equations of Motion    16      1 and 3 

and Angular momentum in plane   motion    

3/11                SPRING BREAK                                                                      

  3/18      D'Alembert principle and Constrained plane motion         16  4 thru 8                                            

 3/25                       Plane Motion of Rigid Bodies,                             17       1 thru 5

                              Energy and Momentum methods                                  

4/1                     Planar Kinetics of Rigid Bodies:                                17        6 thru 11

 4/8               Angular Momentum  of Rigid Bodies in 3 Dimensions     18    1 thru 3       

 4/15              REVIEW WEEK (Chapters 15,16,17,18, maybe 19)

 4/22              Finals exams on Monday 22 April at 7 AM until  930

                      AM