yego.me
💡 Stop wasting time. Read Youtube instead of watch. Download Chrome Extension

The woman who stared at the sun - Alex Gendler


3m read
·Nov 8, 2024

In the spring of 1944, Tokyo residents experienced numerous aerial attacks from Allied bombers. Air raid sirens warned citizens to get indoors and preceded strategic blackouts across the city. But 28-year-old Hisako Koyama saw these blackouts as opportunities. Dragging a futon over her head for protection, Koyama would gaze at the night sky, tracking all sorts of astronomical phenomena.

However, her latest endeavor required the light of day. By angling her telescope towards the sun, Koyama could project the star's light onto a sheet of paper, allowing her to sketch the sun’s shifting surface. She spent weeks recreating this setup, tracking every change she saw. But while Koyama didn't know it, these drawings were the start of one of the most important records of solar activity in human history.

To understand exactly what Koyama saw on the sun’s surface, we first need to understand what’s happening inside the star. Every second, trillions of hydrogen atoms fuse into helium atoms in a process called nuclear fusion. This ongoing explosion maintains the sun’s internal temperature of roughly 15 million degrees Celsius, which is more than enough energy to transform gas into churning pools of plasma. Plasma consists of charged particles that produce powerful magnetic fields.

But unlike the stable charged particles that maintain magnetic activity on Earth, this plasma is constantly in flux, alternately disrupting and amplifying the sun's magnetic field. This ongoing movement can produce temporary concentrations of magnetic activity which inhibit the movement of molecules and in turn reduce heat in that area. And since regions with less heat generate less light, places with the strongest magnetic fields appear as dark spots scattered across the sun’s surface.

These so-called sunspots are always moving, both as a result of plasma swirling within the sphere and the sun’s rotation. And because they’re often clustered together, accurately counting sunspots and tracking their movement can be a challenge, depending greatly on the perception and judgment of the viewer. This is precisely where Koyama’s contributions would be so valuable.

Despite having no formal training in astronomy, her observations and sketches were remarkably accurate. After sending her work to the Oriental Astronomical Association, she received a letter of commendation for her dedicated and detailed observations. With their support, she began to visit the Tokyo Museum of Science, where she could use a far superior telescope to continue her work.

Koyama soon joined the museum's staff as a professional observer, and over the next 40 years, she worked on a daily basis, producing over 10,000 drawings of the sun’s surface. Researchers already knew magnetic currents in the sun followed an 11-year cycle that moved sunspots in a butterfly-shaped path over the star’s surface. But using Koyama’s record, they could precisely follow specific sunspots and clusters through that journey.

This kind of detail offered a real-time indication of the sun’s magnetic activity, allowing scientists to track all kinds of solar phenomena, including volatile solar flares. These flares typically emanate from the vicinity of sunspots and can travel all the way to Earth’s atmosphere. Here, they can create geomagnetic storms capable of disrupting long-range communication and causing blackouts. Solar flares also pose a major risk to satellites and manned space stations, making them essential to predict and plan for.

During an interview in 1964, Koyama lamented that her 17 years of observation had barely been enough to produce a single butterfly record of the solar cycle. But by the end of her career, she’d drawn three and a half cycles—one of the longest records ever made. Better still, the quality of her drawings was so consistent, researchers used them as a baseline to reconstruct the past 400 years of sunspot activity from various historical sources.

This project extends Koyama’s legacy far beyond her own lifetime and proves that science is not built solely on astounding discoveries, but also on careful observation of the world around us.

More Articles

View All
Multiplying fractions by whole numbers word problem | Math | 4th grade | Khan Academy
Rishi spent 34s of an hour for 2 days working on his science project. Kyle spent 1⁄4 of an hour for six days working on his science project. Who spent more time on his science project? So we want to know who spent more time. To do that, we need to first …
Introduction to one-dimensional motion with calculus | AP Calculus AB | Khan Academy
What we’re going to do in this video is start to think about how we describe position in one dimension as a function of time. So we could say our position, and we’re going to think about position on the x-axis as a function of time. We could define it by…
Military Father | No Man Left Behind
My task was to take out one of the most high-value strategic command and control targets in Belgrade, the capital city of the former Republic of Yugoslavia. I felt absolutely totally confident that I was as well trained and well prepared as possible for a…
Pigs Communicate With Humans in New Experiment | National Geographic
Similar to dogs, pigs are highly susceptible to training due to their social temperament. But little is known about how pigs communicate with humans. In a new study, researchers at Atlas LaRon University in Budapest looked at how highly socialized young p…
Invertible matrices and determinants | Matrices | Precalculus | Khan Academy
So let’s dig a little bit more into matrices and their inverses, and in particular, I’m going to explore the situations in which there might not be an inverse for a matrix. So just as a review, we think about if we have some matrix A, is there some other…
Multiplying by j is rotation
Okay, there’s one more feature of complex numbers that I want to share with you, and we’ll do that down here. So, our definition of j is j squared equals minus 1. Now, what I want to do is a sequence of multiplications by j. This is a really important pr…