How Trees Bend the Laws of Physics
How Trees Bend the Laws of Physics on HackerTube: recommended by 4 Hacker News commenters across 4 separate months, 2013–2026.
Veritasium explains how trees lift water from roots to the top of tall trunks, using transpiration pull and the negative pressure that liquid water can sustain. It explains why trees do not need pumps or valves.
What HN commenters said
5 Hacker News comments link this video. Each one links back to its thread.
bnegreveJul 2026Strongly recommends
> all it should take is a system of valves, That would work, but it's not how to works apparently. According to this veritasium video, it's because of "negative pressure" aka tension. ▶ this video I recommend watching, I think it's one of the best veritasium Dereck has ever produced.
in “Giant trees have no trouble pumping water to top branches” · View on HN
_nalplyNov 2023Strongly recommends
▶ this video It's an old video, more than ten years ago, but it aged well IMHO. I re-watched it and re-learned things I have forgotten.
in “In a surprising finding, light can make water evaporate without heat” · View on HN
linsomniacJul 2019Strongly recommends
Just recently watched a Veritasium video on how trees get water from the roots to the top of the tree, and it's pretty awesome: ▶ this video
in “Water transport system inspired by trees” · View on HN
vacriJan 2013Recommends
This is an interesting video with an alternate explanation - the pressure required to get water to the top of the tree. Normally you can only suck a water column up 10 meters, and that's using a perfect vacuum - but trees can grow higher than that. The secret sauce is that in a liquid rather than a gas, you can have a negative pressure. ▶ this video
in “Why trees can't grow taller than around 100 metres” · View on HN
ArodexJul 2026Cites it
... May we have the solution to the questions, also? I went through the concours too but I am very rusty. See also Veritasium on that topic: ▶ this video
in “Giant trees have no trouble pumping water to top branches” · View on HN