What is the Largest Raindrop Possible?

Hello I’m Simon Whistler, you’re watching Today I Found Out, and in the video today,
we’re looking at how big rain drops can be and why they don’t get arbitrarily large.
Let’s get started.
No no no no no.
Come on now.
But it’s working!
Oh come one, you don’t even have a British accent and that beard color, what is that,
it’s all wrong.
It’s all wrong.
At only about half as wide in diameter as a U.S. penny, the largest raindrops ever recorded,
between 8.8 mm and 1 cm, were observed by scientists in the clouds above Brazil (1995)
and the Marshall Islands (1999).
It is unknown, however, if these bad boys ever reached the ground at that size.
So why can't raindrops grow to arbitrarily large sizes?
To begin with, let's talk a little about how raindrops actually form.
Raindrops are more than just water; the vapor in a cloud has to have something to condense
around, without which there would be no rain.
Called condensation nuclei, little particles in the air, from dust, smoke or even salt,
sit at the center of the tiny droplets that begin to form in a cloud.
These tiny droplets, usually between 0.001 and 0.005 mm in diameter, at first form a
nearly spherical shape thanks to the relatively strong cohesive forces between the water molecules.
As the water drop is buffeted around in the air, it collides with other drops, and these
small drops coalesce into larger and larger droplets.
Ultimately the water drop will become large enough to fall to earth.
When this happens, the surface tension of the water that keeps the drop more or less
spherical is partially overcome by the airflow pressure on its lower surface as it falls.
This causes the bottom of the drop to flatten out, while the top retains its rounded shape.
Thus, contrary to the popular perception of a teardrop shaped raindrop, thanks to the
various pressures the water drop is subjected to as it falls to the ground, the raindrop
actually tends to look sort of like a kidney bean or the top of a hamburger bun.
For very large droplets, it can even start to look something like a jellyfish bell, with
this usually happening when a raindrop reaches around 4 mm across.
When the droplets get larger than this (at around 5 mm), the air pressure will ultimately
overcome the surface tension of the water completely and the raindrop will split apart.
As the drop continues to fall, it can continue to grow or shrink as it bumps into and absorbs
or is broken apart by other droplets.
Thanks to this process, the average raindrop that actually makes it to your head is only
around 1 to 2 mm across.
That said, scientists began recording significantly larger drops in the 1980s while studying clouds.
For instance, in 1986, cloud physicists, using the staple of all awesome science- lasers-
recorded raindrops as large as 8 mm in a tropical storm over Hawaii, which was shocking since,
at the time, to quote them, "there had been a kind of consensus that raindrops would never
get bigger than about 2.5 mm."
Even factoring in that these large drops were buffeting about in the clouds instead of falling
to earth, the scientists were surprised to find that they could last long enough to grow
that big without being broken apart; rather, during that early research in Hawaii, they
found that the average lifespan of a 5 mm drop was around a remarkable 20 minutes.
For the aforementioned 8.8 mm and 1 cm record-holding raindrops found in the clouds over Brazil,
scientists opined that they were the product of relatively large ash particles from fires
burning in one of Brazil's rainforests- the larger the condensation nuclei, the larger
the raindrop can potentially be, at least to a point.
As for the similarly sized raindrops observed in 1999 on a relatively clear day in the Marshall
Islands, they hypothesized that these droplets formed around salt nuclei and that there must
have been an unusually high content of liquid water in a narrow area of clouds which caused
the droplets to collide more frequently, but without breaking, forming these mega-drops.
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What is the Largest Raindrop Possible?

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