August 26, 2026
September 9, 2026 · 8 min read
A trial of 20 people per arm has roughly a 16% chance of detecting a real, modest effect. Not a 16% chance of being wrong. A 16% chance of finding something that is genuinely there.
That number is statistical power, and it is the single most useful thing you can work out about a supplement study. Almost nobody reports it. Almost every supplement trial you have read about fails it.
Sample size requirements are not a matter of opinion. They fall out of the effect you are looking for.
Effects are usually expressed in standard deviations. A 0.8 SD difference is large — you would notice it without a study. A 0.5 SD difference is medium. Around 0.2 to 0.3 SD is where nutrition and supplement effects actually live, and it is small enough that individual variation swamps it.
Here is what each of those costs you in participants.
So a 350-person trial can reliably detect a 0.3 SD change. A 40-person trial cannot. Run that 40-person trial anyway and one of two things happens: you find nothing and call it inconclusive, or you find something and it is far bigger than the truth.
The second outcome is the dangerous one.
Button and colleagues estimated the median statistical power across 49 neuroscience meta-analyses at 21%. A later reanalysis by Nord and colleagues showed that figure hides real variation — some subfields do fine, candidate gene studies are catastrophic — but nobody disputed the direction.
Dumas-Mallet's team then reviewed meta-analyses across neurological, psychiatric and somatic research. About half of the individual studies had power between 0% and 20%. The conventional minimum is 80%.
The closest evidence to your training life is more recent and no better. Bleakley and colleagues examined 266 randomised trials of conservative treatment for musculoskeletal injury. Median power was 42%. Not one of the 266 had 80% power to detect a small effect, and only 7.9% could detect a medium one.
One detail from that review is worth keeping. Of the quarter of trials that reported a sample size calculation, 80% had expected a larger effect than they went on to observe.
This is the part that is genuinely counterintuitive, and it is why sample size matters more than the p-value beside it.
A small trial only crosses the significance threshold when random noise happens to push its result high. Weak-but-real results stay invisible. So the significant findings that survive from small trials are systematically the exaggerated ones. Ioannidis called this the winner's curse: newly discovered true effects are usually inflated at the moment of discovery.
You can measure the inflation. Dechartres and colleagues took 93 meta-analyses containing 735 randomised trials and sorted the trials inside each one by size.
Compared with the largest quarter of trials, effects were 32% larger in the smallest quarter, 17% larger in the second and 12% larger in the third. Trials with fewer than 50 patients came in 48% larger than trials of 1,000 or more.
Source: Dechartres et al., BMJ, 2013 (93 meta-analyses, 735 trials).
Nüesch's group found the same pattern in osteoarthritis, where supplements are heavily marketed. Across 13 meta-analyses covering 153 trials and 41,605 patients, small trials reported effects 0.21 SD more favourable than large ones. In six of those 13 analyses, a pooled result that looked like a clinically meaningful benefit shrank to a non-significant one once the analysis was restricted to trials of at least 100 patients per arm.
Same molecules. Same outcome measures. Different answer, purely as a function of who counted.
The supplement literature has a recognisable shape. Promising small studies, a decade of confident marketing, then one properly sized trial that ends the argument.
Glucosamine and chondroitin are the cleanest example. Wandel and colleagues restricted their network meta-analysis to trials of more than 200 patients — 10 trials, 3,803 people. The pooled difference in pain was 0.4 cm on a 10 cm scale for glucosamine and 0.5 cm for the combination. They had set 0.9 cm as the smallest difference a patient would notice. Nothing came close.
Vitamin E went the same way, only worse. Miller's meta-analysis pooled 19 trials and 135,967 participants and found that doses of 400 IU a day or more were associated with 39 extra deaths per 10,000 people. SELECT then randomised 35,533 men to selenium, vitamin E, both or neither, and found no reduction in prostate cancer.
Omega-3 is the one closest to home for us. The 2020 Cochrane review pooled 86 randomised trials and 162,796 participants. Long-chain omega-3 made little or no difference to all-cause mortality (RR 0.97, 95% CI 0.93 to 1.01). It may slightly reduce coronary heart disease events, with 167 people needing to take it for one to benefit.
None of that stopped the small positive studies from being published first, or from being quoted for years afterwards.
The usual defence is that pooling fixes it. Sometimes it does. Often there is nothing solid to pool.
Turner and colleagues went through 14,886 meta-analyses drawn from 1,991 Cochrane reviews and calculated the power of every study inside them. In 70% of those meta-analyses, every single included trial was underpowered. Only 17% contained at least two adequately powered trials.
Across 14,886 Cochrane meta-analyses, 10,492 were built entirely from underpowered studies. Only 34% of the meta-analyses were themselves adequately powered, even after combining everything available.
Source: Turner et al., PLoS ONE, 2013 (14,886 meta-analyses from 1,991 Cochrane reviews).
A meta-analysis of twelve 30-person trials is not equivalent to one 360-person trial. It inherits every bias in its inputs, including the publication bias that kept the null 30-person trials in a drawer.
Read the forest plot, not the summary line. If the biggest trial in it has 60 people, the pooled estimate is a tidier version of the same guess.
You do not need to run the power calculation yourself. Four questions get you most of the way.
How many per arm, not in total? A "60-participant study" is 30 per group. Against a subjective outcome, that is noise.
What was the pre-specified primary outcome? One outcome, named before the trial started. Everything else is exploratory, whatever the abstract implies.
How wide is the confidence interval? A small trial reporting a 25% improvement with an interval running from 2% to 51% has not measured 25%. It has measured "somewhere between trivial and enormous".
Who paid, and how big were the others? Industry-funded trials in the Wandel analysis reported larger effects than independent ones (p=0.02 for the interaction).
One caveat, because the rule is not universal. Small trials are fine for outcomes that move a long way and vary little between people — blood NAD+ concentration, plasma DHA, a pharmacokinetic curve. Twenty people are plenty to show that an oral dose raises a blood marker. Twenty people are useless for showing it improves your sleep.
Match the sample size to the noisiness of the outcome, and most of the confusion clears.
Nobody is hiding this. The economics simply do not support anything bigger.
A supplement ingredient is rarely patentable, so a company that spends £5 million on a definitive trial hands the result to every competitor. Drug companies recoup that cost through exclusivity. Supplement companies cannot, so trials get funded at the scale a marketing budget will bear: 30 people, 12 weeks, one biomarker.
That is a structural problem, not a conspiracy. It does mean the evidence base under most of the category is thin, and it will stay thin.
The honest response is to say so, and to price your confidence accordingly.
We sell NMN. So apply the rule here first.
The pooled human evidence for NMN is eight randomised trials in 342 middle-aged and older adults, at 250–2000 mg a day for 14 days to 12 weeks. Chen and colleagues found no significant effect on fasting glucose, fasting insulin, HbA1c, insulin resistance or lipids. Eight small trials, one null answer.
That is the current state of it. Individual trials look better — some clearly do — but the ones that look best are also the smallest, which is exactly the pattern this article has been describing.
What the small trials establish well is the pharmacokinetic part: oral NMN raises blood NAD+, reliably, at doses people actually take. That is a low-noise outcome measured in a low-noise way. What they do not establish is that raising it changes anything you would notice.
If you want the same treatment applied to the statistics rather than the sample size, read what a p-value actually tells you. For a worked example of an entire literature reassessed once the large trials arrived, see our review of omega-3 and mood. And if you want to check what we put on a label against what is in the capsule, the NMN + Resveratrol page carries the batch certificate.
Ask any seller how many people were in the trial. Then ask how many were in the biggest one. The gap between those two numbers tells you most of what you need.
August 26, 2026
September 2, 2026