Du ska vara flexibel och stark. Styrketräning är ett mycket effektivt sätt att förbättra din flexibilitet, och jag har gjort en grafik för att uttrycka detta på ett begripligt sätt:
Detta är från en metaanalys av styrketräningsförsök. Det som gör det så användbart är att det finns stor publiceringsbias för styrkeresultat (se bilden). Men eftersom författarna inte tittade på det finns det ingen publiceringsbias för flexibilitetsresultat.
Studier hamnade i denna metaanalys eftersom de gav ett flexibilitetsresultat, men de hamnade i litteraturen eftersom de visade positiva styrkeresultat. Detta kan indirekt snedvrida flexibilitetsresultaten på grund av selektion på ett korrelerat utfall.
Om det finns tydlig publiceringsbias för det primära utfallet och ingen för ett sekundärt utfall, om de är korrelerade vid till exempel 0,5, så om styrkeeffekten är uppblåst med 0,10 (0,40), är flexibiliteten uppblåst med 0,05 (0,20) Totalt sett kan flexibiliteten då vara 0,48–0,53—20 % mindre
Det större problemet är att generalisera utifrån dessa studier. Studierna handlade alla om friska vuxna, och moderatorerna tenderade att vara marginella. Träningsintensiteten var en moderator (p = 0,02) och sex knappt (p = 0,04). Inget annat spelade någon roll, inklusive ålder, trots att det låg mellan 18,2 och 83,5!
Överlag får jag ett mycket uppmuntrande intryck av denna studie eftersom dess resultat verkar vara ganska öppna för generalisering bland normala människor. Styrketränar du och du kommer troligen bli betydligt mer flexibel! Dessutom kommer du att leva med mindre smärta!
Crémieux
Crémieux19 aug. 2025
I'm curious what proportion of issues like chronic lower back pain can be treated with strength training. To answer this question, we need to know a few quantities. The first of those is: what's the effect of strength training on chronic lower back pain? If we consult some meta-analytic data, we get to a pretty sizable effect that looks like it might have some publication bias, but it's not major. To account for potential publication bias, let's assume the effect lies somewhere in the range of 0.85 to 0.15. We'll say the midpoint is still 0.50 and we'll just sample throughout. We'll also have to convert from an SMD to an odds ratio. The conversion is approximately exp{d*\frac{\pi}{\sqrt{3}}}, which turns 0.50 into an OR of ~2.477. We would use an OR of 2.477 for the interpretation of odds of a good outcome, but for an adverse event, we would invert it, so 1/2.477 ~= 0.404. This conversion is approximate and assumes equal standard deviations and a logistic link, but I think those are reasonable enough. Given a baseline risk P_0 of "still in clinically-significant pain" at follow-up, the treated risk is P_1 = \frac{OR_{pain}P_0}{1-P_0+OR_{pain}P_0}. We'll sample among a range of values for P_0, assuming that between 10 and 20% of chronic lower back pain cases resolve on their own. So, what's the prevalence of chronic lower back pain? To figure this quantity out, I consulted a systematic review. The review estimated a chronic lower back pain prevalence of 4.2% for people aged 24-39 and 19.6% for those aged 20-59, so let's just simplify and say 10-20%, based on a systematic review I found. I'm not sure how realistic this value is, because I assume some amount of people who achieve resolution are actively doing something, and this draws them apart from the estimand we see in trials. Moreover, if the baseline to talk about is people who do nothing, then maybe the trials aren't so great, since they tend to have active controls instead of passive ones, thus underselling the population benefits of exercise. Now we have what we need and we can compute the "PIF", the "Potential Impact Fraction". This effect size is used to estimate the change in risk after a change in an exposure with a given size of effect. It's very similar to the PAF (Population Attributable Fraction) that you might've seen me use before. Be warned, the use of this for categorical things has been criticized. I'll link a study on that. My seed for this is 12345. I'm taking 100,000 draws, and the other details will be in the picture. TL;DR: It looks like given these assumptions, you could eliminate about 20% of chronic lower back pain if people committed to strength training. At a 5% prevalence, 0.85% or so of the population is no longer in significant pain due to exercise; at a 20% prevalence, 3.4% of the population is no longer in significant pain. That's huge! Two final remarks. First, if you want changes to the simulation, tell me. I'll gladly output runs with different parameters. Second, I think this really undersells it. I've known so many people who fixed their backs with strength training, and I think the strength training and commitment to it in RCTs is not all that great. If people were on more effective exercise plans and gained more muscle, I think they'd probably do even better. Plus, I think there's even more room to get strong prevention going on here, if more people go into midlife with strong backs. Thoughts? Questions? If you're wondering what the take-home message is, it's get out there and lift. That's always a good message. Sources: (see also:
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