Random effects meta analysis, 18 trials, 2,140 adults
Meta analysis poster example
A meta analysis poster carries a pooled estimate, so it has to show the trials that built it and how much they disagree. This A0 portrait example pools 18 randomised trials of structured exercise in 2,140 adults with depressive symptoms: standardised mean difference minus 0.42, 95% CI minus 0.54 to minus 0.30, I squared 46%.
The whole board
The poster at full size, exactly as it prints. Every number, citation and caption on it was written for this example, so the layout is being judged on real content.
Block by block
What each block on the board is for, in the order a reader walks it.
- Title band and three authors
- The title asks how much exercise reduces symptoms and gives the trial and participant counts. Three authors from the fictional Wrenholt University.
- Abstract
- One full width paragraph with the pooled estimate, its interval, the heterogeneity and the duration pattern.
- Hero figure
- A full width line plots each trial effect in date order, 2009 to 2025, and ends at All, the pooled minus 0.42.
- Methods
- Five entries: the search from 412 records to 315 screened, the screening of 54 full texts to 18 trials, eligibility, the outcome and the pooling model.
- Results and discussion
- Results give the range of effects, the pooled estimate, the cumulative estimate after each trial and a leave one out check. The discussion weighs dose against small trial bias.
- Key number, key finding and takeaways
- The stat block gives minus 0.42 with its interval and I squared; the callout and four takeaways restate it in plain words.
- Subgroups by duration and references
- The subgroup table the row asked for is written as three entries, with trials, participants and estimates adding to 18 and 2,140. Three references sit under the methods.
What makes this board work
The trials are on the board
All 18 effects are plotted, from minus 0.03 to minus 0.95, beside the pooled minus 0.42. A pooled number alone asks for trust; the spread lets a reader judge the I squared of 46% by eye.
The subgroups add up
Under 8 weeks: 5 trials, 430 people. 8 to 12 weeks: 10 trials, 1,208. Over 12 weeks: 3 trials, 502. That is 18 trials and 2,140 participants, the totals in the title.
It argues against its own neat story
Short programmes show the biggest effect, minus 0.73, which looks like a finding. The board notes that none of those trials had more than 98 participants, so small trial bias is the likelier reason.
Questions people ask
What makes a meta analysis poster different from a systematic review poster?
The pooled estimate. A systematic review board can describe and tabulate studies without combining them; a meta analysis board reports one combined effect with its interval and a measure of heterogeneity. Here that is minus 0.42, 95% CI minus 0.54 to minus 0.30, and I squared 46%, given in the abstract, the stat block and the results.
Can I draw a forest plot on this poster?
Not as a true forest plot. Figures here draw one of ten chart kinds, none with error bars, and this design fixes its hero figure as a line. The board plots each trial effect in date order with the pooled value last, and keeps the intervals in the text and stat block. Bring the full forest plot as a handout.
How should a meta analysis poster report the search?
As counts that reconcile: records found, duplicates removed, titles screened, full texts read, trials included. This board goes from 412 records, less 97 duplicates, to 315 screened, 54 full texts and 18 trials, in two method entries. A full PRISMA diagram is worth it on a board with a flow block.
Is a leave one out check worth the space?
One sentence of it is. Dropping each trial in turn kept the pooled estimate between minus 0.39 and minus 0.44, which tells a reader no single trial drives the result. It costs a line in the results and answers a question every reviewer at a poster session asks.
What does I squared of 46% tell a reader?
That a little under half of the spread between trial results reflects real differences between trials rather than chance. It is usually called moderate. Report it beside the pooled estimate, as this stat block does, and then give the subgroup or sensitivity analysis that tries to explain it.
Should the cumulative estimate appear on a meta analysis poster?
A sentence of it helps when trials were added over many years. On this board the pooled value settled near minus 0.42 after the ninth trial and moved by no more than 0.03 as the last nine were added. That tells a reader one more trial of a similar size is unlikely to change the answer.
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