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Approval of Learning Objectives and MECH-310/330 Requests at Dynamic Systems Group Meeting, Exams of Dynamics

The dynamic systems group meeting held on july 26, 2006, where members discussed assessment data, approved learning objectives for mech-310 and mech-330 courses, and submitted requests for additional computers for the denso lab. The meeting minutes include action items for group members and transactions detailing the approved learning objectives for both courses.

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Dynamic Systems Group Meeting Summary
Wednesday July 26, 2006 (Week 3)
10:15 – 11:30 AM
Mechanical Engineering Conference Room
Attendees: B. Lemke, A. Mazzei, R. Stanley, J. Brelin-Fornari, R. Lundstrom, T. Cameron
Action Items
Richard Stanley
1. Put assessment data for MECH-310 into the standard Excel assessment spreadsheet being used
by the department and e-mail it to the Dynamic Systems Group (medyn@kettering.edu)
2. Compare term-to-term assessment results for MECH-310 and report back to the Dynamic
Systems Group (by e-mail) if there are or are not any recommendations for changes in the tools,
techniques, or topics in order to improve student learning and retention.
Brenda Lemke
1. Put assessment data for MECH-231L into the standard Excel assessment spreadsheet being
used by the department and e-mail it to the Dynamic Systems Group (medyn@kettering.edu)
2. Compare term-to-term assessment results for MECH-231L and report back to the Dynamic
Systems Group (by e-mail) if there are or are not any recommendations for changes in the tools,
techniques, or topics in order to improve student learning and retention.
Ram Chandran / Richard Lundstrom
Submit memo to Joel Berry (cc members of the Dynamic Systems Group) requesting additional
computers for the Denso Lab.
Meeting Transactions
I. The Dynamic Systems Group unanimously approved the following CLO’s for MECH-310, Mechanics III
(Dynamics) presented by Richard Stanley
Upon completion of MECH-310, Mechanics III (Dynamics), the student will be able to:
1. Analyze the kinematics of a particle in order to predict its motion in standard 1-D and 2-D coordinate
systems [ME PO’s a, e, m]
1.1. Rectilinear (1-D) motion
1.2. Motion in the Cartesian coordinate system
1.3. Motion in the normal-tangential coordinate system
1.4. Motion in the cylindrical coordinate system
1.5. Relative motion between two particles.
2. Analyze a mechanical system and predict the forces acting on a particle or the motion of a particle
resulting from external forces [ME PO’s a, e, m]
2.1. Create a Free Body Diagram (FBD) of a particle or a connected system of particles (e.g, a pulley
system)
2.2. Apply Newton’s 2nd Law to a FBD in any coordinate system listed in CLO #1.
2.3. Apply impulse-momentum principles and impact loading principles
2.4. Apply work energy-energy principles
3. Analyze the kinematics of a rigid body or a connected system of rigid bodies in order to predict the
motion of the body(s) and/or the motion of a point on the body(s). [ME PO’s a, e, m]
3.1. Apply kinematic principles to a rigid body in order to predict its angular motion
3.2. Apply kinematic principles to a system of connected rigid bodies in order to predict the angular
motion of any of the connected bodies by using different reference systems
3.3. Apply kinematic principles to a system of connected rigid bodies in order to predict the linear
motion of a point on any of the connected bodies by using different reference systems
4. Analyze a mechanical system and predict the forces acting on a rigid body or the motion of a rigid
body resulting from external forces [ME PO’s a, e, m]
4.1. Create a Free Body Diagram (FBD) of a rigid body or a connected system of rigid bodies
4.2. Calculate the mass moment of inertia of a rigid body
4.3. Apply Newton’s 2nd Law to the FBD
4.4. Apply work-energy principles
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Dynamic Systems Group Meeting Summary Wednesday July 26, 2006 (Week 3) 10:15 – 11:30 AM Mechanical Engineering Conference Room

Attendees: B. Lemke, A. Mazzei, R. Stanley, J. Brelin-Fornari, R. Lundstrom, T. Cameron

Action Items

Richard Stanley

  1. Put assessment data for MECH-310 into the standard Excel assessment spreadsheet being used by the department and e-mail it to the Dynamic Systems Group (medyn@kettering.edu)
  2. Compare term-to-term assessment results for MECH-310 and report back to the Dynamic Systems Group (by e-mail) if there are or are not any recommendations for changes in the tools, techniques, or topics in order to improve student learning and retention.

Brenda Lemke

  1. Put assessment data for MECH-231L into the standard Excel assessment spreadsheet being used by the department and e-mail it to the Dynamic Systems Group (medyn@kettering.edu)
  2. Compare term-to-term assessment results for MECH-231L and report back to the Dynamic Systems Group (by e-mail) if there are or are not any recommendations for changes in the tools, techniques, or topics in order to improve student learning and retention.

Ram Chandran / Richard Lundstrom Submit memo to Joel Berry (cc members of the Dynamic Systems Group) requesting additional computers for the Denso Lab.

Meeting Transactions

I. The Dynamic Systems Group unanimously approved the following CLO’s for MECH-310, Mechanics III (Dynamics) presented by Richard Stanley

Upon completion of MECH-310, Mechanics III (Dynamics), the student will be able to:

  1. Analyze the kinematics of a particle in order to predict its motion in standard 1-D and 2-D coordinate systems [ME PO’s a, e, m] 1.1. Rectilinear (1-D) motion 1.2. Motion in the Cartesian coordinate system 1.3. Motion in the normal-tangential coordinate system 1.4. Motion in the cylindrical coordinate system 1.5. Relative motion between two particles.
  2. Analyze a mechanical system and predict the forces acting on a particle or the motion of a particle resulting from external forces [ME PO’s a, e, m] 2.1. Create a Free Body Diagram (FBD) of a particle or a connected system of particles (e.g, a pulley system) 2.2. Apply Newton’s 2nd^ Law to a FBD in any coordinate system listed in CLO #1. 2.3. Apply impulse-momentum principles and impact loading principles 2.4. Apply work energy-energy principles
  3. Analyze the kinematics of a rigid body or a connected system of rigid bodies in order to predict the motion of the body(s) and/or the motion of a point on the body(s). [ME PO’s a, e, m] 3.1. Apply kinematic principles to a rigid body in order to predict its angular motion 3.2. Apply kinematic principles to a system of connected rigid bodies in order to predict the angular motion of any of the connected bodies by using different reference systems 3.3. Apply kinematic principles to a system of connected rigid bodies in order to predict the linear motion of a point on any of the connected bodies by using different reference systems
  4. Analyze a mechanical system and predict the forces acting on a rigid body or the motion of a rigid body resulting from external forces [ME PO’s a, e, m] 4.1. Create a Free Body Diagram (FBD) of a rigid body or a connected system of rigid bodies 4.2. Calculate the mass moment of inertia of a rigid body 4.3. Apply Newton’s 2nd^ Law to the FBD 4.4. Apply work-energy principles

II. The Dynamic Systems Group unanimously approved the following CLO’s for MECH-330, Dynamic Systems I, presented by Tim Cameron, with amendments. Sub-topics shown in parentheses are at the discretion of the instructor.

Upon completion of MECH-330, Dynamic Systems I, the student will be able to:

  1. Create Bond Graph models of dynamic systems that include mechanical translation, mechanical rotation, electrical circuits, (hydraulic circuits) and multi-disciplinary systems [ME PO’s a, e, k, m, n] a. Identify the components of mechanical, electrical, (hydraulic) and multi-disciplinary systems b. Know the symbols, attributes, constitutive equations, and interactions of system components c. Know how transducers convert energy in multi-disciplinary systems and be able to identify transducer type – transformer or gyrator
  2. Derive the equations of motion for dynamic systems [ME PO’s a, b, e, k, m, n] a. Derive state-space equations for mechanical, electrical, (hydraulic) and multi-disciplinary systems, including SISO and MIMO systems, using Bond Graphs i. Express linear state-space equations in matrix form ii. Express SISO linear equations in transfer function form iii. (Derive state-space equations for systems with derivative causality) b. Derive equations of motion for mechanical systems using: i. Lagrange’s Equation – SDOF and MDOF ii. (Newton’s Second Law – SDOF and MDOF)
  3. Determine parameters and response measures of linear systems [ME PO’s a, b, e, k, m, n] a. Derive the characteristic equation of a linear system – SDOF and MDOF b. Solve for the eigenvalues of a linear system – 1st^ and 2nd^ order (and higher order) c. Determine the time constant(s) of a linear system d. Find the natural frequency(ies) of a linear system – 2nd order (and higher) e. Find the damping ratio(s) of a linear system – 2nd order (and higher) f. Evaluate the stability of linear systems g. Investigate and analyze vibration isolation of SDOF (and 2DOF) mechanical systems h. Determine the initial and final values of a system in response to constant steady-state inputs – initial and final value theorems
  4. Use Matlab and/or Simulink to simulate and analyze the responses of dynamic systems to various inputs including [ME PO’s a, b, c, e, k, m, n]: a. Step input. b. (Impulse input) c. (Ramp input) d. (Discrete sinusoidal input) e. Frequency spectrum input, i.e., frequency response (and BODE plot)

III. The Dynamic System Group unanimously agreed to submit the following classroom, class time, and faculty scheduling preferences for Dynamic Systems courses to the ME Department Head. (After this was approved Massoud Tavakoli asked to be included in the list of MECH-310 instructors. In the spreadsheet submitted to the Department Head “Tavakoli” has been inserted after “Cameron.”)

IV. The Dynamic System Group unanimously agreed to support the request of the MECH-430 instructors for more computers in the Denso Laboratory. This should allow the number of lab sections to be kept to 3 more often (rather than 4) while reducing overcrowding of the computers due to the number of seniors needing to take the course.