Measure
Record real force–deflection pairs from one supervised test, including an observation at exactly 100 N if safely reached.
Engineering question: Does the finished bridge carry the required 100 N with no more than 10 mm midspan deflection—and what do the real measurements reveal?
Record real force–deflection pairs from one supervised test, including an observation at exactly 100 N if safely reached.
Check bridge mass, span, outside width and the measured ≤10 mm displacement criterion without confusing estimated or actual data.
Use the plotted response and observed damage to compare the test with the structural model from 2.16 and prepare for the final class presentation in 2.20.
Suggested pacing: Teams rotate through the instructor-run test while others analyze evidence and prepare reports. Only the teacher selects safe test steps, gauge capacity and stopping rules; no force increments are imposed by this webpage.
Total centered qualification load
Measured midpoint deflection at exactly 100 N
Clear distance between supports
Outside width including M3 hardware
Completed mass including adhesive and connectors
Wood/plywood structure and permitted joints
The official 100 N criterion applies to the whole bridge, not independently to each side frame. Meeting a mass or load-to-mass target does not override other dimensional, deflection or manufacturing restrictions. Check complete rules ↗.
Do not improvise a press or push by hand in place of a rated mounting system. Gauge and fixture ratings must be suitable for the load being applied.
No students touch the loaded bridge. The instructor directs unloading and evaluates whether the test can safely continue.
Policy: No repair is permitted after the official test begins. If the bridge cannot be tested safely, record an incomplete or stopped test. Testing beyond 100 N for a greater demonstrated load or failure study is optional, instructor-approved and requires a suitably rated guarded rig.
Bridge ID/revision, team, actual mass, span, overall width, gauge ID and signed inspection.
Set the supports to the real clear span, center the loading nose, zero force and record the fixed midpoint reference.
Instructor advances to the next authorized increment and allows the reading to stabilize as required.
Record actual F (N), actual midspan δ (mm), reading order, visible damage and any measurement uncertainty.
If safely achieved, enter the actual simultaneous force and deflection values at 100 N; record whether deflection is at or below 10 mm.
Teacher stops for completion, apparatus limit or structural damage. Record why, retain photos and export data without repairing the bridge.
Watch the truss change under center loading. Identify the support points, the first visible bending and the differences between classroom demonstrations and our calibrated force-and-deflection test.
Open on YouTube ↗An engineering educator explains instrumented bridge-testing strategies and why the force and midspan displacement must be recorded together.
Watch the Vernier webinar ↗See structural-model loading, inspections and failure mechanisms in an engineering program. Their test capacity and loading positions are different from ours.
Watch university bridge testing ↗There are 12 blank measurement rows; these contain no invented data. Record paired observations from the teacher-operated test. Enter the 100 N observation precisely if obtained. Browser values are temporary: export them before leaving the page.
A test that stops at 100 N proves the maximum demonstrated load is 100 N, but does not reveal ultimate strength or the force that would break the bridge.
| Step | Force F (N) | Midpoint δ (mm) | Observed change |
|---|---|---|---|
| 1 | |||
| 2 | |||
| 3 | |||
| 4 | |||
| 5 | |||
| 6 | |||
| 7 | |||
| 8 | |||
| 9 | |||
| 10 | |||
| 11 | |||
| 12 |
Blue line: measured points in recorded order. Orange vertical: 100 N. Red horizontal: 10 mm. These thresholds remain visible even before measurements are entered.
The calculator reports a through-origin approximation based on the first three-to-five positive paired loading readings at or below 100 N. This assumes correctly zeroed instruments and an approximately linear initial region. If that assumption is not reasonable, discuss the graph without using a single stiffness value.
These are supported load per gram calculations. Neither is a measured ultimate failure efficiency unless failure was actually observed and its force verified. A heavier or noncompliant bridge can have high N/g and still fail qualification.
Mark the actual defect on a photograph or sketch; record the first observed load if known; compare its location to predicted compression forces and weak joints from 2.16; and propose two evidence-driven revisions.
Do not repair during or after the official test. Lesson 2.20 is a redesign analysis, not permission to invalidate the tested result.
You recorded 95 N at 8 mm and 105 N at 11 mm, but nothing at 100 N. Does the software certify a pass?
No. An interpolated estimate might be informative, but qualification requires observed data at the test load. Record the missing measurement; do not call it a pass.
The Fusion mass estimate was 140 g but the actual completed bridge weighs 153 g. Which value counts?
153 g, the measured finished mass. It exceeds the 150 g maximum regardless of the CAD estimate.
A bridge carries 100 N with a measured 9.2 mm midpoint deflection. What else must be checked?
It meets the numeric deflection criterion. Also verify true supported span, total width, mass, approved construction and actual teacher-controlled test evidence.
Testing stops without failure at exactly 100 N. Is the bridge's ultimate strength 100 N?
No. 100 N is the highest demonstrated force if it was the highest measured. Failure force remains unknown.
A tested bridge weighing 125 g supports 100 N. Calculate qualification load per mass.
100 N / 125 g = 0.800 N/g. This does not compensate for any failed dimensional or deflection requirement.
Measured force changes by 60 N while deflection changes by 4 mm in a linear region. What is the approximate slope?
ΔF/Δδ = 15 N/mm, a whole-bridge stiffness under the actual support and load configuration, not the wood's Young modulus.
A joint begins opening and the gauge is close to its rated force. Should students continue until the bridge breaks?
No. The teacher stops and documents the safe maximum observed force; deliberate failure testing requires separate approved capacity, guarding and direction.
The bridge's central gusset peels at 80 N during official testing. May the team re-glue and retest immediately?
No. No repairs are allowed once the official test begins. Record the failure and plan an evidence-based redesign in 2.20.
Educational video on collecting force and displacement data during bridge competitions.
Open Vernier video ↗Student design–build–test examples, including measurement and failure, on larger laboratory rigs with different rules.
View university bridge testing ↗Research discussing a load–deflection bridge laboratory and failure analysis.
Read case study ↗Return to the manufacturing constraints and 2.18 inspection if any qualification issue is unclear.
Open Unit 2 specifications →Open 2.18 fabrication record →Due: See the Daily Agenda and your teacher's submission instructions.
Page 1 of 4 · Approval and apparatus
Team: ________________________ Revision: ________ Date: _____________
| Measurement / setup | Actual | Required |
|---|---|---|
| Finished bridge mass | ≤150 g | |
| Clear supported span | 400 mm | |
| Outside width | ≤65 mm | |
| Force gauge ID/rated limit | Teacher verified | |
| Independent displacement method | Fixed datum | |
| Instructor and approval | Recorded |
☐ Signed inspection ☐ Rated fixture ☐ PPE/shield ☐ Centered bridge ☐ Zeroed instruments
Instructor-defined step/hold/stop procedure: _____________________________________________
Page 2 of 4 · No simulated values
| Step | Actual force F (N) | Actual midpoint δ (mm) | Observed change / damage |
|---|---|---|---|
| 1 | |||
| 2 | |||
| 3 | |||
| 4 | |||
| 5 | |||
| 6 | |||
| 7 | |||
| 8 | |||
| 9 | |||
| 10 | |||
| 11 | |||
| 12 |
Actual observation at exactly 100 N? ☐ Yes (δ = ______ mm) ☐ No / unable to measure
Highest observed load ______ N First damage ______ N / not observed
Test stop reason: _____________________________________________________________________
Page 3 of 4 · Plot real observations only
Horizontal axis: force (N). Vertical axis: midpoint deflection (mm). Mark 100 N and 10 mm thresholds.
Initial k (if defensible): ______ N/mm 100 N / measured mass: ______ N/g
Highest demonstrated F / mass: ______ N/g (not necessarily breaking capacity)
Page 4 of 4 · Report the actual test outcome
| Qualification criterion | Actual evidence | Status |
|---|---|---|
| Clear span 400 mm | ||
| Outside width ≤65 mm | ||
| Finished mass ≤150 g | ||
| Applied load 100 N | ||
| Measured δ at 100 N ≤10 mm | ||
| Approved construction / teacher review |