Where does performance differ?
Compare the four terminals to locate differences in first-bag arrival time.
What can two years of baggage data tell us about a better airport experience?
A quantitative study of Melbourne Airport’s four terminals, exploring where handling performance changed after automated scanners were introduced.
Passengers see a carousel. Analysts see a process with measurable differences.
The study examines daily average time until the first bag reaches the carousel and daily baggage volume. In the study scenario, T2 and T3 received automated scanners on 1 January 2019; T1 and T4 did not.
The challenge: separate the changes we can observe from the explanations we still need to test.
Compare the four terminals to locate differences in first-bag arrival time.
Compare 2018 and 2019 at T2 and T3, checking time alongside workload.
Use T1 and T4 as context for changes without the new scanners.
Select a terminal. Compare the change in time with the change in workload.
Mean first-bag arrival time · source time units · lower is better
Source: report Figure 1, printed p. 5. Bars share a zero baseline across terminals.
| Terminal | Time 2018 | Time 2019 | Time change | Bags/day 2018 | Bags/day 2019 |
|---|
Time units are not explicitly specified in the report tables, so no conversion to seconds or minutes is made. Percentages are calculated from the displayed means. Values are rounded; see the downloadable CSV for the transcribed values.
Download summary CSV ↗The target is earlier arrival at the carousel. Scanning is one part of that journey.
Bags leave the aircraft.
Baseline process in the study.
First-bag arrival is measured.
2018 establishes the reference point for each terminal. The animation shows the process, not measured travel times or queue lengths.
Schematic only. The report does not measure individual stages, scanner processing speed, staffing levels, or passenger waiting time.
Three research questions guide the statistical investigation.
Summarise time and volume across four terminals and two years. Compare centres, spread and distributions before interpreting change.
Reported tools: means, medians, SD, coefficients of variation, heatmaps, scatter plots and boxplots. Figure 16 gives N = 730 daily observations per terminal over the two-year period.
Inspect whether the observations follow a normal distribution before choosing how to compare groups.
The report uses Shapiro–Wilk tests (reported p < .001) and Q–Q plots. A paired t-test requires checks on paired differences and a defensible pairing rule; testing each year's distribution alone does not establish those assumptions.
Compare terminals, then compare years within terminals. Read the time changes alongside changes in baggage volume.
Reported tests: Kruskal–Wallis across terminals, paired t-tests for T2/T3 and year-based ANOVA for T1/T4. These are reported results, not independently rerun tests; the raw daily dataset was not supplied.
Check the tables against the narrative. Distinguish an observed improvement from a proven effect of automation.
The website recalculates percentage changes from Figure 1. It corrects the interpretation of t-statistics as time savings and flags the inconsistency between T1’s reported means and the narrative conclusion.
Read what the report found, what it means, and what remains uncertain.
Kruskal–Wallis: H = 2455.110, df = 3, p < .001. The reported follow-up comparisons show T3 vs T4 as the exception (p = .798).
At least one terminal differs. The omnibus test does not establish which process causes the differences. The shown Tukey comparisons should be checked against a rank-based post hoc procedure with multiplicity adjustment.
Figures 16–18 · printed p. 20 · source tables PDF, page 3.
T2: t(364) = −42.829, p < .001. T3: t(364) = −47.002, p < .001. The mean time fell by 0.465 and 0.934 source units, respectively.
The values 42.829 and 47.002 are t-statistics, not seconds saved. Lower time coincided with lower volume at T2 and higher volume at T3. Volume, schedules and staffing may help explain the changes.
Figures 1, 19–20 · printed pp. 5, 22 · source tables PDF, pages 1 and 4.
T1 mean rose from 4.769 to 4.952 (+3.8%); reported F(1,728) = 182.682, p < .001. T4 mean fell from 7.170 to 7.137 (−0.5%); the section 3.3 output reports p = .088.
T1’s displayed means show a longer arrival time, despite the narrative calling it an improvement. The T4-labelled discussion refers to tables incorrectly captioned T2. At a .05 threshold, p = .088 does not provide sufficient evidence of a change; it does not prove equivalence.
Figures 1, 22–25 · printed pp. 5, 25 · source tables PDF, pages 1 and 5.
The original daily data and analysis files were not provided. This website visualises transcribed report summaries and reports the original statistical outputs. It does not claim to reproduce the tests or independently verify the historical scanner installation. Time units are retained as unspecified source units.
Observed changes suggest where to investigate. A stronger follow-up would test whether the improvement holds under comparable conditions.
Take the summary dataI’m Md Tanvir Rahman. This case study brings together quantitative research, visual exploration and careful interpretation to make an operational question understandable.