Scenario: Demonstrating Competency through Outcomes-Based Education

Example

Question: In a final year Capstone Project, a group of civil engineering students is tasked with designing a small pedestrian bridge. How does the Outcomes-Based Education (OBE) framework evaluate their performance compared to a traditional grading system?

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Sample Problem: Engineering Mechanics

To give you a glimpse of the analytical thinking required of engineering students, here is a basic problem from Statics of Rigid Bodies, illustrating the concept of equilibrium and friction.

Example

Question: A box weighing 500 N is resting on a horizontal floor. A horizontal force PP is applied to push the box. If the coefficient of static friction μs\mu_s between the box and the floor is 0.4, what is the minimum force PP required to start moving the box?

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Statics Simulation: Pushing a Box

100 N
0.40
Weight (W): 500 N
Normal (N): 500 N
Max Friction (f_max): 200 N
Status: Static
500 N
100N
100N
Key Takeaways
  • Engineering problem-solving requires breaking down complex scenarios into isolatable Free Body Diagrams (FBD).
  • Applying the mathematical principles of equilibrium ensures structures remain safe, stable, and stationary under applied forces.

Sample Problem: Structural Analysis (Simply Supported Beam)

In structural engineering, determining the reaction forces at the supports of a beam is a fundamental step before designing its size or material.

Example

Question: A horizontal beam ABAB is 10 m10 \text{ m} long. It is simply supported by a pin at point AA (left end) and a roller at point BB (right end). A concentrated downward point load of 50 kN50 \text{ kN} is applied exactly in the middle of the beam (5 m5 \text{ m} from AA). Ignoring the weight of the beam itself, calculate the vertical reaction forces at support AA (RAR_A) and support BB (RBR_B).

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Sample Problem: Mechanics of Deformable Bodies (Normal Stress)

After finding the internal forces, engineers must check if the material can actually withstand that force without breaking by calculating stress.

Example

Question: A solid circular steel rod with a diameter of 20 mm20 \text{ mm} is subjected to a tensile (pulling) load of 40 kN40 \text{ kN}. Calculate the normal tensile stress developed in the rod in Megapascals (MPa\text{MPa}). (Note: 1 MPa=1 N/mm21 \text{ MPa} = 1 \text{ N/mm}^2).

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