Beam Analysis: Shear Forces & Bending Moments
Construct shear force and bending moment diagrams for simply supported and cantilever beams under point and distributed loads.
8
sections
10
challenges
50 min
to complete
Beam Analysis: Shear Forces & Bending Moments is an interactive engineering lab pitched at Level 5-6 — Undergraduate (Level 5-6 on the UK framework). It is one worked example of what EngagedLab produces when a lecturer uploads their own engineering teaching material: the platform classifies the content, structures it into a multi-section lab, and generates the retrieval-practice and challenge activities shown below.
Across 8 sections and 10 challenges (about 50 min of learner time), the lab moves beyond passive reading. Learners work through a analysis task and other domain tasks that ask them to apply, not just recall — reasoning that is tagged against Bloom’s taxonomy so the cognitive demand is visible. Each objective and quiz question is discipline-accurate and written to UK academic conventions.
The lab sets 3 explicit learning objectives — listed in full below — and every quiz question and challenge is aligned to them, so the assessment matches the intended outcome rather than drifting into trivia. The finished lab passes EngagedLab’s 32 quality gates and exports as an offline-capable SCORM 1.2/2004 or LTI 1.3 Advantage package, so progress and scores flow back to your VLE gradebook through AGS grade passback and cmi.suspend_data state persistence.
Learning objectives
Calculate support reactions for a simply supported beam using equilibrium equations.
Construct shear force and bending moment diagrams for point and uniformly distributed loads.
Locate the position of maximum bending moment and relate it to the point of zero shear.
Try a sample quiz
Pick an answer to see instant feedback — exactly as a learner would in the generated lab.
Q1. A simply supported beam of span 6 m carries a central point load of 12 kN. What is each support reaction?
Q2. On a shear force diagram, the maximum bending moment occurs where:
Sample challenge
A 4 m simply supported beam carries a uniformly distributed load of 5 kN/m. Calculate the support reactions and the maximum bending moment, showing the standard formula you use.
Hint 1
Total load on the beam is the UDL intensity multiplied by the span; by symmetry it splits equally between supports.
Hint 2
Total load = 5 × 4 = 20 kN, so each reaction = 10 kN. Maximum moment at mid-span is wL²/8 = 5 × 4² ÷ 8 = 10 kN·m.
What every EngagedLab lab includes
Learning objectives
Outcome-aligned goals mapped to the qualification level.
Guided practice
Graduated hints that nudge, then scaffold — never hand over the answer.
Domain challenges
Subject-specific reasoning tasks, not generic multiple choice.
Knowledge-check quizzes
Spaced retrieval questions with instant feedback.
Case study
A multi-section scenario with stakeholder perspectives.
Reflection prompts
Metacognitive prompts that consolidate learning.
Curated reading list
4–6 further readings sorted by difficulty.