1 · Research
Identify how Pratt, Howe and Warren-type webs differ, what carries the load and what connection challenges appear.
Engineering question: Which three bridge layouts are worth developing into detailed engineering designs under our manufacturing and performance constraints?
Until now, students have studied mechanics and materials separately. This is the first lesson in which they apply that evidence to the real 400 mm bridge capstone.
Identify how Pratt, Howe and Warren-type webs differ, what carries the load and what connection challenges appear.
Produce three structurally distinct candidate bridges, with dimensions, two side frames, lateral bracing and centered load transfer.
Screen against required limits, compare alternatives and recommend the best concept for calculations in Lesson 2.16.
Suggested pace: approximately two 45–50 minute periods if students complete all three labeled side/top concept views and evaluation in class.
Your bridge design must account for both structural performance and the exact fabrication constraints. These values come from the Unit 2 challenge specification.
Clear span between supports
Overall width including fittings
Centered qualification load
Midspan deflection at 100 N
Finished mass, everything included
Wood-based main members only
Balsa, basswood, craft sticks or plywood may form the primary structure. A complete laser-cut open-web plywood side truss is allowed, but not a solid plywood side plate. Cross bracing and loading connection must be designed.
Do not use: acrylic, steel/carbon fiber/aluminum/polyethylene/Delrin primary members from the materials lab, or fully 3D-printed bridge bodies.
Allowed: PVA or CA glue, interlocking wood joints, approved plywood gussets, approved PLA/PETG fittings and M3 nuts/bolts (washers allowed). No screws, hot glue, epoxy, wire or other bolt sizes.
Plywood local gussets ≤40 × 25 mm and ≤800 mm², with overlap ≤20 mm onto each member and at most one layer per side. Printed fittings must meet separate 50 mm/15 g each, 40 g total and specified slicer restrictions.
Design approval note: The concept explorer below is a geometry/mass planning aid; it does not calculate strength, buckling, deflection or real joint capacity. Final compliance requires drawings, physical inspection and teacher-controlled testing. Read the full specification here ↗.
Every example below is a schematic side elevation for comparison, not a complete build plan. Joint and diagonal orientation changes the force distribution and connection requirements.
Diagonals generally slope downward toward midspan in the typical configuration. Under common downward load cases, these diagonals often carry tension while verticals carry compression.
Ask: Are short compression members and many glued joints an advantage for our wood-and-gusset build?
Repeating triangles can reduce the number of vertical web members and create a simple repeated pattern. Diagonal force directions vary by location and loading.
Ask: Does the central 100 N load land at a suitable joint or need a specially designed crossmember?
Diagonal orientation is opposite to Pratt. Under common gravity loading, the diagonals are often in compression, while the verticals tend toward tension.
Ask: How will slender diagonals resist buckling, and can the joints transfer those compressive forces?
A single 2D truss sketch cannot explain the entire test setup. Students must plan two parallel side trusses, transverse cross-bracing, a centered load-transfer member or platform and actual joining details.
For a symmetric ideal bridge with a centered load, the total vertical reactions are approximately 50 N at each end. Equal load-sharing between side trusses depends on symmetry and connection stiffness.
Don't solve by adding a solid deck: the bridge still must follow the permitted open-web design and material rules.
These tutorials explain the three reference web patterns and review how axial forces flow through an idealized truss. Sketch alongside the video instead of only watching it.
Watch for: Pause on each structure. Draw and label the diagonals, identify whether a central load reaches a node, and identify a plausible manufacture/joint challenge.
Open video on YouTube ↗Watch for: Distinguish tension from compression, and describe how support reactions and member forces would be checked on your own concept.
Open video on YouTube ↗If a school browser blocks embedded YouTube, use the direct watch links above. The webpage diagrams and explanations can be used without the videos.
For every research source, save its title, link and one useful fact or design observation. Do not simply paste a bridge picture without analyzing its structure.
Federal Highway Administration reference showing historic Pratt, Howe and other truss configurations, how they worked and why materials mattered.
Open FHWA truss reference ↗Real photographs and identification guides for major truss types, including common diagonal arrangements.
Explore NCDOT bridge types ↗Modeling process and analysis workflow that can inform the next lesson; design simulations are a check, not a substitute for physical prototype evidence.
Read the illustrated SkyCiv tutorial ↗Transfer measured material limitations, efficiency reasoning and a realistic mass allowance into your bridge concept study.
Open 2.14 Structural Efficiency →Use graph paper with a clear scale or a Fusion sketch. At this stage, three separate designs are required; full manufacturing CAD and final joint dimensions will be developed in Lesson 2.17.
Adjust each candidate's truss type, side-truss rise, overall width and rough member dimensions. The diagrams and mass proxy update automatically. Use these to help visualize and estimate a concept—not to replace your dimensioned sketches or later analysis.
After research and sketching, assign an evidence-supported 1–5 rating for each criterion: 1 = poor, 3 = acceptable/plausible, 5 = promising. Empty scores are intentional until students decide, and do not count as zero.
| Criterion | Weight | Concept A | Concept B | Concept C |
|---|---|---|---|---|
| Stiffness potential | 30% | |||
| Low-mass potential | 25% | |||
| Joint / fabrication feasibility | 25% | |||
| Stability and robustness | 20% | |||
| Weighted total (out of 5) | 100% | — | — | — |
Decision rule: Scores reflect preliminary engineering judgments, not calculated member forces or proved capacity. A concept that violates a mandatory manufacturing or dimension rule cannot win, regardless of its matrix total. Verify all predictions in Lesson 2.16 and revise the decision if analysis contradicts the assumptions.
Use a sentence, diagram or quick calculation for each answer.
Under an ideal centered 100 N vertical load and symmetric supports, what total vertical reaction would you expect at each end?
50 N upward at each end from force and moment equilibrium. This does not guarantee the two side trusses share loads equally; crossmember design matters.
Two sketches have exactly the same chords and web, but one has a different logo. Are these separate concepts?
No. The structural configuration, loading, cross-bracing or connection engineering needs to change meaningfully, not decoration.
Two side trusses are 55 mm apart measured outside-to-outside, but hardware adds 7 mm to each side. Does the bridge satisfy the 65 mm maximum?
No. Overall width is 55 + 7 + 7 = 69 mm, which exceeds 65 mm.
Why can't the carbon-fiber strip from the 2.13 lab automatically be used as a bridge chord?
It is a laboratory comparison material. Primary members must be approved wood/plywood under this challenge, regardless of strength or stiffness.
Why is a side-view Pratt truss sketch not enough to begin construction?
It does not show the second side truss, lateral stability, overall width, load-introduction crossmember, or detailed joins. The full 3D load path must be conceived.
Can you assume every diagonal in a Warren truss is in tension under the class test?
No. Members may carry tension or compression depending on exact geometry, load location and support constraints. Perform structural analysis before labeling forces as definitive.
An initial wood frame mass is estimated at 118 g and connections/bracing add 38 g. Is it below the 150 g limit?
Total = 156 g, which is 6 g over the limit. The design needs a change.
A concept uses hot glue and M4 bolts because they are convenient. Can it pass the manufacturing review?
No. Hot glue and M4 bolts are not permitted. The bridge specifies approved adhesives or joints and M3 nuts/bolts if using mechanical fasteners.
Submit a POE 2.15 Bridge Research and Three-Concept Design Packet as a PDF, teacher-provided template or organized engineering-notebook pages. This is a concept review, not final manufacturing approval.
Due date: Follow the Daily Agenda and current teacher submission directions.
Research & constraints · Page 1 of 4
Team: ____________________________________ Period: _______ Date: ___________
Challenge: 400 mm clear span · overall width ≤65 mm · 100 N center load · ≤10 mm deflection · finished mass ≤150 g.
Title / publisher: _______________________________________ Link: ____________________________
Truss type and useful engineering detail: _____________________________________________________
Title / publisher: _______________________________________ Link: ____________________________
Truss type and useful engineering detail: _____________________________________________________
☐ Allowed wood/plywood chords and webs ☐ No acrylic/solid plates/printed members
☐ PVA / CA glue / approved joints ☐ M3 nuts/bolts only
☐ Local gusset & 3D-printed fitting size/mass limits checked
Where does the load enter both side trusses, and how will we brace them laterally?
Distinct bridge concept · Page 2 of 4
Team: ___________________________________ Truss family: ______________________
Side elevation: label all members, support nodes, center load, 400 mm clear span and rise (mm).
Top view: show two side trusses, lateral bracing, overall width ≤65 mm and load-transfer member.
Approx. rise ______ mm Overall width ______ mm Estimated finished mass ______ g
Approved materials & connections: _________________________________________________________
Two likely weak points/risks and proposed mitigation: ___________________________________________
Distinct bridge concept · Page 3 of 4
Team: ___________________________________ Truss family: ______________________
Side elevation: label all members, support nodes, center load, 400 mm clear span and rise (mm).
Top view: show two side trusses, lateral bracing, overall width ≤65 mm and load-transfer member.
Approx. rise ______ mm Overall width ______ mm Estimated finished mass ______ g
Approved materials & connections: _________________________________________________________
Two likely weak points/risks and proposed mitigation: ___________________________________________
Distinct bridge concept · Page 4 of 4
Team: ___________________________________ Truss family: ______________________
Side elevation: label all members, support nodes, center load, 400 mm clear span and rise (mm).
Top view: show two side trusses, lateral bracing, overall width ≤65 mm and load-transfer member.
Approx. rise ______ mm Overall width ______ mm Estimated finished mass ______ g
Approved materials & connections: _________________________________________________________
Two likely weak points/risks and proposed mitigation: ___________________________________________