Ink and Equations

Real science, written as stories, poems, satire and speeches

Ink and Equations

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Real science, written as stories, poems, satire and speeches.

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    Raindrops Are Not Shaped Like Raindrops

    A poem about the shape everyone draws, the shape that actually falls, and why the rain never hits harder than it does.

    By The editors You've read this

    Cite

    The editors. “Raindrops Are Not Shaped Like Raindrops.” Ink and Equations, Poetry, 6 Oct 2026. /poetry/raindrops-are-not-shaped-like-raindrops/

    Fig. 1 Surface tension pulls small raindrops into spheres; bigger drops fall faster, so air pressure flattens their undersides into a bun shape, and the biggest are blown apart; drag also stops every drop speeding up past its terminal velocity.

    We draw them pointed at the top,
    a teardrop with a rounded base,
    but no real raindrop, as they drop,
    has ever worn that kind of face.

    The smallest drops are round as beads:
    their surface pulls in tight and neat,
    and drawing in, the water needs
    the smallest skin: a sphere, complete.

    But bigger drops fall faster, so
    the air beneath them pushes hard
    and flattens them from down below:
    a burger bun, not a greeting card.

    And once they grow past four or five
    millimetres wide, the air
    blows in their base, a bag, alive,
    that bursts to droplets then and there.

    Nor do they speed the whole way down:
    the faster, the more air holds back,
    until, long before the ground,
    drag matches weight, and holds their track.

    So big drops hurry, nine or so
    metres a second; small ones creep;
    and that is why the rain, you know,
    can sting, but never cuts you deep.

    So when you draw the rain, be fair:
    draw beads for drizzle, buns for storm,
    and leave the teardrop hanging there
    from tap and leaf, its proper form.

    A small experimentSurface tension versus gravity
    Time 10 minutes You need A sheet of baking paper, or a plate wiped with a little cooking oil, Water and a dropper or straw, A magnifying glass, if you have one
    1. Put a tiny drop of water on the paper. Look at it from the side, at eye level.
    2. Add a medium drop next to it, then a big one, as large as you can make.
    3. Compare their shapes from the side.
    4. Gently push two small drops together with the straw and watch what happens.
    What's going on?

    Tiny drops are almost perfect beads, because surface tension wins easily at small sizes. Big drops slump into flat puddles, because their weight grows faster than the pull of their surface. Two drops merging snap into one rounder drop, since one drop has less surface than two. A falling raindrop is fighting the same battle, with the push of the air in place of the table.

    Unpacked: go deeperWhy Rain Doesn't Hit Like a BulletThe raindrop poem says rain "can sting, but never cuts you deep", because drag matches weight long before the ground. Without air, a drop from a cloud two kilometres up would arrive at about 700 km/h. Here's the maths of the brake.

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    Sources

    1. USGS Water Science School, "The shape of a raindrop"
    2. Gunn, R. and Kinzer, G. D., "The terminal velocity of fall for water droplets in stagnant air", Journal of Meteorology (1949)

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