WEBVTT

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So I want you to take your phone out of your

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pocket for a second. Just look at the screen.

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Maybe you're sending a text or streaming a video

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or just checking the time. Right, something we

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all do 100 times a day. Exactly. And right now,

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just sitting there in the palm of your hand,

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you're relying on RGB color pixels, Wi -Fi, electromagnetic

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waves, and the thermodynamics keeping your battery

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from melting. It's a lot of tech in a very small

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package. It really is. And here is the crazy

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part. The underlying mathematics for literally

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all of those technologies were invented by one

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Scottish guy. And his classmates used to mockingly

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call him dafty. It's just incredible to think

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about, honestly, because it is entirely accurate

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to say that our modern technological infrastructure

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is built directly on top of his math. I mean,

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without him, the 20th century simply does not

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happen the way it did. Yeah, we wouldn't recognize

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it. So today's deep dive is sourced from a comprehensive

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Wikipedia article on James Clerk Maxwell. And

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our mission today isn't just to list off a bunch

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of old scientific discoveries. Right, that would

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be a bit dry. Yeah, exactly. The goal is to extract

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the aha moments from his life to help you understand

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not just what this genius discovered, but how

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his unique, relentlessly curious mind actually

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Operated. Okay, let's unpack this because we

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are talking about a man whose ideas completely

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rewired our understanding of reality itself.

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We really are. We're looking at the 19th century

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scientist who had the absolute greatest influence

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on 20th century physics. Wow. Yeah, what Maxwell

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achieved is widely considered the second great

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unification in physics. The first, of course,

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being realized by Isaac Newton. Right. Maxwell

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didn't just stumble onto new elements. He synthesized

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entire fields of seemingly unrelated phenomena

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into a single elegant framework. And to understand

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how he did that, we have to, you know, start

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at the beginning. In a setting that doesn't exactly

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scream theoretical physics. Not at all. He was

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born in 1831 in Edinburgh, Scotland, but he was

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raised out in the country, out on his family's

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massive 1 ,500 acre estate at Glen Lair. And

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from the absolute jump, this kid was insatiably

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curious. Like beyond normal toddler curiosity.

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Way beyond. By the age of three, he was roaming

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around the estate, investigating streams and

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bell wires, doors, locks. Anything that moved

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or made a noise prompted him to ask his parents

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his favorite catchphrase, which was, what's the

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go of that? I love that. Right. And if they gave

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him some vague, brushed -off answer, he wouldn't

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let it go. He would demand... Show me how it

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does. What's fascinating here is that even as

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a toddler, he wasn't just passively observing

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his environment. Right, he was actively interrogating

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us. Exactly. What's the go with that? It's a

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fundamental inquiry into causality. He wasn't

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satisfied with just knowing what a lock was.

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He needed to understand the hidden mechanics,

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you know, the unseen physical forces that made

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it function. He was already searching for the

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underlying rules of the physical world. But that

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idyllic wildly curious childhood took a really

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devastating turn. When Maxwell was just eight

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years old, his mother developed abdominal cancer.

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Which was tragically untreatable then. Yeah,

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and operation to save her was unsuccessful and

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she passed away. So his education suddenly fell

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to his father and to a hired 16 -year -old tutor.

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And this tutor was, well... notoriously harsh.

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Very conventional, very rigid. Yes, exactly.

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He actually chided young Maxwell for being slow

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and wayward. Can you imagine calling the guy

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who would go on to invent the mathematics of

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electromagnetism slow? It is a profound historical

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irony for sure, but it also highlights a pretty

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common theme in the lives of paradigm -shifting

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thinkers. Their minds just operate on a different

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frequency. Yeah, they don't fit the mold. Right.

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A conventional tutor back then relied entirely

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on rote memorization, just reciting facts and

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dates over and over. They would absolutely misinterpret

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Maxwell's deep methodical processing of complex

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ideas as sluggishness. And that clash with conventional

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expectations only got worse when he was sent

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to the elite Edinburgh Academy at age 10. Now,

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remember, he had been raised in deep isolation

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on a massive country estate. He wasn't exactly

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a city kid. No, not at all. So he shows up on

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his first day wearing a tunic and a pair of homemade

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shoes. And he's speaking with this heavy, rustic

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Galloway accent. The other kids immediately branded

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him with the mocking nickname Dafty, which basically

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means foolish or crazy. Kids can be brutal. They

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really can. But the amazing thing is he never

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complained about it. He was to bore it. And,

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you know, I think about this all the time when

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I look at modern tech visionaries, like the folks

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who drop out of college or show up wearing a

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hoodie and flip -flops to a corporate board meeting.

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Oh, that's a great point. Society has this persistent

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habit of misinterpreting early eccentric genius

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as foolishness just because it doesn't come dressed

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in the expected uniform. That is a highly relevant

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comparison. Because his isolated countryside

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upbringing actually protected his genius, it

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fostered a deeply independent way of thinking.

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Because he didn't care about fitting in. Exactly.

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Because he wasn't trained from birth to think

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conventionally or, you know, care about social

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conformity. He was free to visualize geometry

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and physics in a purely original way. And he

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proved that incredibly early. At just 14 years

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old, he wrote his first scientific paper. 14?

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It's just wild. It really is. He figured out

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a mechanical means of drawing complex mathematical

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curves, specifically multifocal ellipses and

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Cartesian ovals, using a piece of twine and some

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pins. But wait, I'm trying to picture this. How

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does a 14 -year -old do groundbreaking math with

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string? Walk me through that. Well, you might

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know that you can draw a simple oval and ellipse

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by sticking two pins in a board, tying a loose

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loop of string around them, pulling the string

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taut with a pencil, and dragging the pencil all

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the way around. Right, the classy geometry class

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trick. I remember doing that. Exactly. But Maxwell

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figured out how to use multiple pins and varying

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lengths of string folded over itself in specific

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ratios to draw much more complex egg -shaped

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multifocal curves. Wow. Yeah. The 17th century

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philosopher and mathematician René Descartes

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had examined these types of complex curves theoretically.

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But this 14 -year -old boy managed to actually

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simplify their physical mechanical construction.

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It just demonstrates a remarkable spatial genius.

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But because he was only 14, he was deemed too

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young to stand at the rostrum. So an older professor

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named James Forbes had to actually present the

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paper to the Royal Society of Edinburgh for him.

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The establishment just couldn't handle a teenager

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outsmarting them. Nope. which perfectly sets

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the stage for his adult career. Because once

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you can visualize complex geometry with a piece

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of quine, where you go next, you apply that same

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visual genius, the massive and the invisible.

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And he didn't waste any time doing that. No,

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he didn't. By the time he was just 25, he was

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a professor at Marshall College in Aberdeen.

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And he decided to tackle a problem that had baffled

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scientists for 200 years. The Adams Prize at

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Cambridge had issued a challenge to explain the

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nature of Saturn's rings. Why was this such a

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big mystery at the time? Because it was a monumental

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physical paradox. Astronomers could clearly see

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the rings through their telescopes, but the laws

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of physics dictated that they shouldn't exist.

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Wait, really? Why? Well, if the rings were a

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solid, rigid disk, the immense gravitational

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forces of Saturn would tear them apart and shatter

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them? Conversely, if they were made of a continuous

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liquid fluid, the wave action generated by the

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planet's rotation would force the fluid to break

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apart into useless blobs. They should have drifted

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away or crashed into the planet entirely. So

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it made no sense that they were just floating

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there perfectly stable. Right. So Maxwell spends

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two years grinding away at this problem, and

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he mathematically proves that the rings can't

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be solid and they can't be fluid. They must be

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made up of numerous small independent particles

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orbiting the planet, which he called brick bats.

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A very grounded Scottish way to describe celestial

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mechanic. Yeah, brick bats. And he won the prize

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for it. The astronomer royal at the time said

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it was one of the most remarkable applications

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of mathematics to physics he had ever seen. But

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the craziest part? He was totally right. Over

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a century later, in the 1980s, the Voyager spacecraft

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flew by Saturn and sent back high -resolution

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pictures proving exactly what Maxwell had deduced

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using just a pencil and paper. That really illustrates

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the predictive power of his mathematics. It's

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mind -boggling. But Saturn's rings were really

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just the warm -up. Just a little side project.

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Basically, yeah. The true turning point comes

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during his time at King's College London, starting

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in 1860. This is where he produces his magnum

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opus. At the time, electricity and magnetism

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were largely thought of as related but distinct

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phenomena. Michael Faraday had done incredible

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experimental work showing that changing magnetic

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fields could induce electrical currents. Hold

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on, so Faraday did the actual experiments with

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magnets and wires, but where did he hit a wall?

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Well, Faraday was a brilliant experimentalist

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and he envisioned these invisible lines of force

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connecting magnets and electrical charges, but

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he lacked the formal heavy -duty mathematical

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training to prove his theories rigorously. The

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physics community at the time didn't fully buy

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into his invisible lines. They needed the hard

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math. Exactly, they needed proof. So Maxwell

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steps in and completely translates Faraday's

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experimental observations into a rigorous mathematical

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framework. He reduces all known phenomena regarding

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electricity and magnetism into a linked set of

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20 differential equations. Now, okay, before

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you hit fast forward because I just said differential

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equations, stick with me. This isn't just chalkboard

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math. What are these equations actually describing?

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A differential equation is simply the mathematics

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of how things change over time and space. If

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you want to know how heat spreads through a metal

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bar or how a wave ripples through a pond, you

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use a differential equation. Maxwell used them

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to describe exactly how electric and magnetic

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fields shift, interact, and propagate through

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empty space. Making the invisible visible mathematically.

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Exactly. And just for the record, the physicist

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Oliver Heaviside later simplified Maxwell's original

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20 equations down to the four that engineering

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students sweat over today. And in the process

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of working through this math, Maxwell calculates

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the speed at which an electromagnetic field would

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ripple through space. He calculates that these

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waves of oscillating electric and magnetic fields

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travel at a speed of precisely 310 ,740 ,000

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meters per second. Which was a staggering revelation.

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Because that number just happened to perfectly

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match the already known speed of light. And that

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is the ultimate light bulb moment. Pun completely

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intended. Nice one. Thank you. He realizes, and

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he writes this down, that light itself must be

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an electromagnetic wave. So what does this all

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mean? I'm trying to wrap my head around the scale

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of this. Is this like realizing that the ingredients

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you've been studying in a chemistry lab, electricity

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and magnetism, are actually the exact recipe

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for the sunlight shining through your window?

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That is an excellent way to conceptualize it.

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It is the realization that things that appear

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fundamentally different to human senses are,

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at their core, exactly the same mechanism. Mind

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blowing. It really is. Before Maxwell, light,

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electricity, and magnetism were studied in completely

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separate disciplines, he unified them. He proved

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that radio waves, X -rays, the visible light

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we see, they are all just different wavelengths

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of the exact same electromagnetic phenomenon.

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Wow. Now, to be historically accurate, Maxwell

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did believe these waves needed a physical medium

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to travel through, which he called the luminiferous

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ether. Right, the invisible jelly in space. Right.

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Later on, Albert Einstein's theory of special

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relativity would dispense with the ether entirely,

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proving that light can travel through a true

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vacuum. But Einstein explicitly built his entire

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theory of relativity directly upon the foundation

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of Maxwell's equations. Okay, so once Maxwell

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mathematically proved what light actually was,

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he didn't just stop at the abstract theory. He

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immediately started playing with how human beings

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physically perceive it, which brings us to a

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wildly diverse era of his career. Long before

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anyone had a smartphone, Maxwell was obsessed

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with color vision. Which was still a very murky

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field back then. Yeah. Thomas Young had proposed

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that human eyes perceive color through three

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distinct channels, what we call trichromatic

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theory. But it was just a theory. Until Maxwell

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applied linear algebra to prove it. He demonstrated

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mathematically that any color the human eye can

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perceive could be produced by mixing varying

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proportions of three primary colors, red, green,

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and blue. Which he then proved in the real world.

00:12:49.440 --> 00:12:52.480
During an 1861 lecture at the Royal Institution,

00:12:53.139 --> 00:12:56.039
he presented the world's first durable color

00:12:56.039 --> 00:12:58.620
photograph. He had a photographer take pictures

00:12:58.620 --> 00:13:01.539
of a tartan ribbon. Wait, pause. The cameras

00:13:01.539 --> 00:13:03.809
back then only shot in black and white. Right.

00:13:03.909 --> 00:13:05.629
So if you take black and white photos, how do

00:13:05.629 --> 00:13:07.610
you get full color? Walk me through the actual

00:13:07.610 --> 00:13:10.610
physical steps in that lecture hall. It's a brilliant

00:13:10.610 --> 00:13:13.649
physical hack. He had the photographer take three

00:13:13.649 --> 00:13:15.570
separate black and white photos of the exact

00:13:15.570 --> 00:13:17.950
same tartan ribbon. But for the first photo,

00:13:17.950 --> 00:13:20.529
they placed a red glass filter over the lens.

00:13:20.610 --> 00:13:23.389
For the second, a green filter. And for the third,

00:13:23.509 --> 00:13:25.929
a blue filter. So each black and white negative

00:13:25.929 --> 00:13:28.450
only recorded the intensity of that specific

00:13:28.450 --> 00:13:31.269
color of light. During the lecture, Maxwell took

00:13:31.269 --> 00:13:33.549
those three images and projected them onto a

00:13:33.549 --> 00:13:37.269
screen using three separate magic lanterns. He

00:13:37.269 --> 00:13:39.750
put the red filter over the lantern, projecting

00:13:39.750 --> 00:13:42.799
the red image. the green over the green image

00:13:42.799 --> 00:13:46.139
and so on. When those three colored projections

00:13:46.139 --> 00:13:49.360
overlapped perfectly on the wall boom, a full

00:13:49.360 --> 00:13:51.980
color reproduction of the ribbon. That is amazing.

00:13:52.490 --> 00:13:54.690
But my favorite part of this story is that it

00:13:54.690 --> 00:13:58.269
relied on a massive lucky fluke. Yes, it really

00:13:58.269 --> 00:14:00.629
did. The photographic plates they were using

00:14:00.629 --> 00:14:03.250
at the time relied on what's called a wet collodion

00:14:03.250 --> 00:14:06.149
process. OK. The chemicals in that process were

00:14:06.149 --> 00:14:08.529
highly sensitive to blue light, but they were

00:14:08.529 --> 00:14:11.649
virtually insensitive to red light. The red filtered

00:14:11.649 --> 00:14:13.610
image should have been completely blank. The

00:14:13.610 --> 00:14:15.870
experiment should have failed. Why did it work

00:14:15.870 --> 00:14:18.029
then? Did he just do the math wrong in a way

00:14:18.029 --> 00:14:20.230
that accidentally worked out? Researchers actually

00:14:20.230 --> 00:14:23.629
analyzed this a century later in 1961. It turns

00:14:23.629 --> 00:14:26.350
out that the specific red dye used in that particular

00:14:26.350 --> 00:14:29.789
Scottish tartan ribbon strongly reflected invisible

00:14:29.789 --> 00:14:32.899
ultraviolet light. Yeah. And the red glass filter

00:14:32.899 --> 00:14:35.200
they used didn't entirely block ultraviolet light,

00:14:35.500 --> 00:14:37.700
and the photographic plates were highly sensitive

00:14:37.700 --> 00:14:40.320
to it. So the red image was actually captured

00:14:40.320 --> 00:14:43.019
via invisible ultraviolet light bouncing off

00:14:43.019 --> 00:14:45.740
the red fabric. It was a completely accidental

00:14:45.740 --> 00:14:48.059
success that ended up validating a perfectly

00:14:48.059 --> 00:14:50.559
sound theory. The universe just gave him a free

00:14:50.559 --> 00:14:53.139
pass on that one. Pretty much. But the sheer

00:14:53.139 --> 00:14:55.100
breadth of what he was working on at this time

00:14:55.100 --> 00:14:58.159
is staggering. Around the same time he's inventing

00:14:58.159 --> 00:15:00.700
the basis for the RGB pixels on your phone screen,

00:15:01.059 --> 00:15:03.980
he's also casually revolutionizing thermodynamics.

00:15:04.360 --> 00:15:07.120
As one does. Right. He develops what is now known

00:15:07.120 --> 00:15:10.080
as the Maxwell -Boltzmann distribution, which

00:15:10.080 --> 00:15:13.179
is a statistical way of describing how gas molecules

00:15:13.179 --> 00:15:15.320
move at specific velocities and temperatures.

00:15:16.159 --> 00:15:18.279
But what does that actually mean? Why couldn't

00:15:18.279 --> 00:15:20.580
physicists just measure the gas before? Because

00:15:20.580 --> 00:15:22.759
if you have a sealed room full of gas, there

00:15:22.759 --> 00:15:25.320
are trillions upon trillions of molecules bouncing

00:15:25.320 --> 00:15:28.379
into each other at incredibly high speeds. Tracking

00:15:28.379 --> 00:15:30.759
the individual trajectory of every single molecule

00:15:30.759 --> 00:15:33.220
to figure out the temperature or pressure is

00:15:33.220 --> 00:15:35.519
mathematically impossible. You'd need an infinite

00:15:35.519 --> 00:15:38.840
computer. Exactly. What Maxwell did was introduce

00:15:38.840 --> 00:15:42.059
a massive conceptual leap. Instead of trying

00:15:42.059 --> 00:15:44.840
to track the individuals, he introduced the idea

00:15:44.840 --> 00:15:47.360
of using statistical probabilities to describe

00:15:47.360 --> 00:15:49.960
the behavior of the entire crowd of molecules.

00:15:50.639 --> 00:15:53.259
He essentially birthed statistical mechanics.

00:15:53.480 --> 00:15:55.519
It's like instead of trying to predict exactly

00:15:55.519 --> 00:15:57.879
what one specific car will do on the highway,

00:15:58.360 --> 00:16:01.080
you zoom out and use math to accurately predict

00:16:01.080 --> 00:16:03.639
the overall flow of traffic. That's a great analogy.

00:16:03.980 --> 00:16:06.120
And this statistical breakthrough led him to

00:16:06.120 --> 00:16:08.440
propose one of the most famous thought experiments

00:16:08.440 --> 00:16:12.840
in physics, Maxwell's Demon. In 1867, he imagined

00:16:12.840 --> 00:16:15.200
a tiny being that controls a door between two

00:16:15.200 --> 00:16:17.580
chambers of gas. This was designed to challenge

00:16:17.580 --> 00:16:20.100
the second law of thermodynamics, which states

00:16:20.100 --> 00:16:22.379
that entropy, the universe's natural tendency

00:16:22.379 --> 00:16:24.899
toward messy disorder and equilibrium, always

00:16:24.899 --> 00:16:27.299
increases over time. Right, so let's use an analogy

00:16:27.299 --> 00:16:29.940
here. Imagine the two chambers of gas are like

00:16:29.940 --> 00:16:32.320
two rooms in a crowded, sweaty nightclub, and

00:16:32.320 --> 00:16:34.240
the demon is the bouncer standing between them.

00:16:34.440 --> 00:16:36.899
Okay, I like this. The club is getting too hot,

00:16:37.220 --> 00:16:40.019
so the bouncer starts watching the crowd. He

00:16:40.019 --> 00:16:42.519
only lets the sweaty, high -energy, fast -moving

00:16:42.519 --> 00:16:45.679
people go into the left room. And he only lets

00:16:45.679 --> 00:16:48.740
the cool, calm, slow -moving people into the

00:16:48.740 --> 00:16:52.139
right room. Eventually, without touching a thermostat

00:16:52.139 --> 00:16:54.519
or doing any physical mechanical work, he has

00:16:54.519 --> 00:16:57.120
magically made the left room boiling hot and

00:16:57.120 --> 00:17:00.139
the right room freezing cold. Exactly. By using

00:17:00.139 --> 00:17:02.779
only information sorting the fast molecules from

00:17:02.779 --> 00:17:05.660
the slow ones, the demon decreases the entropy

00:17:05.660 --> 00:17:08.630
of the system. It completely broke people's brains

00:17:08.630 --> 00:17:11.009
at the time and forced theoretical physicists

00:17:11.009 --> 00:17:13.950
to grapple with the deep fundamental relationship

00:17:13.950 --> 00:17:17.250
between information and entropy. And if that

00:17:17.250 --> 00:17:19.869
wasn't enough, just a year later, in 1868, he

00:17:19.869 --> 00:17:22.430
writes a paper called On Governors, which serves

00:17:22.430 --> 00:17:24.589
as the foundational mathematical text for modern

00:17:24.589 --> 00:17:27.529
control theory and cybernetics. But again, let's

00:17:27.529 --> 00:17:29.730
ground this. What is this steam governor actually

00:17:29.730 --> 00:17:31.990
doing? Picture a massive steam engine in a factory

00:17:31.990 --> 00:17:34.410
spinning a heavy metal shaft. If the engine gets

00:17:34.410 --> 00:17:36.329
too hot and spins too fast, it could literally

00:17:36.329 --> 00:17:39.769
explode. Bad news. Very bad news. A governor

00:17:39.769 --> 00:17:42.710
was a mechanical safety device. It consisted

00:17:42.710 --> 00:17:45.670
of two heavy metal balls on hinges attached to

00:17:45.670 --> 00:17:48.809
that spinning shaft. As the shaft spins faster,

00:17:49.289 --> 00:17:51.950
centrifugal force pushes the heavy balls outward.

00:17:52.170 --> 00:17:54.529
Okay, I can picture that. This outward rising

00:17:54.529 --> 00:17:57.660
motion pulls on a lever that automatically closes

00:17:57.660 --> 00:18:00.740
the steam valve, starving the engine of steam

00:18:00.740 --> 00:18:04.119
and slowing it down. As it slows, the balls drop,

00:18:04.400 --> 00:18:07.160
the valve opens, and it speeds up again. It's

00:18:07.160 --> 00:18:09.220
a mechanical feedback loop. Precisely. It's a

00:18:09.220 --> 00:18:12.079
machine regulating itself. Maxwell was the first

00:18:12.079 --> 00:18:14.960
to rigorously mathematically describe how these

00:18:14.960 --> 00:18:17.400
feedback loops function to maintain stability.

00:18:17.640 --> 00:18:20.380
And in doing so, he also becomes the first person

00:18:20.380 --> 00:18:22.920
to truly grasp what we now call the butterfly

00:18:22.920 --> 00:18:25.960
effect, the idea of sensitive dependence on initial

00:18:25.960 --> 00:18:28.579
conditions. He realized that in some complex

00:18:28.579 --> 00:18:31.000
systems, a microscopic change at the beginning

00:18:31.000 --> 00:18:33.420
can lead to wildly different outcomes. So you're

00:18:33.420 --> 00:18:35.579
telling the listener that the same guy who essentially

00:18:35.579 --> 00:18:37.880
invented the RGB color processing for their television

00:18:37.880 --> 00:18:40.180
also originated the mathematics for statistical

00:18:40.180 --> 00:18:42.599
mechanics, cybernetics, and chaos theory. Was

00:18:42.599 --> 00:18:44.750
there anything this guy didn't dabble in? This

00:18:44.750 --> 00:18:47.349
raises an important question about how we fundamentally

00:18:47.349 --> 00:18:51.009
categorize knowledge. Today we have highly specialized

00:18:51.009 --> 00:18:54.230
siloed university departments, psychology for

00:18:54.230 --> 00:18:57.029
color perception, mechanical engineering for

00:18:57.029 --> 00:19:00.190
steam engine governors, theoretical physics for

00:19:00.190 --> 00:19:02.490
thermodynamics. Right, everyone stays in their

00:19:02.490 --> 00:19:05.269
lane. But Maxwell didn't see rigid walls between

00:19:05.269 --> 00:19:08.029
these disciplines. He didn't see himself as dabbling

00:19:08.029 --> 00:19:10.910
in unrelated fields. He was looking for universal

00:19:10.910 --> 00:19:13.210
mathematical patterns that governed all physical

00:19:13.210 --> 00:19:16.740
reality. He saw the universe as a deeply interconnected

00:19:16.740 --> 00:19:19.400
web of mechanisms. With all this relentless,

00:19:19.480 --> 00:19:22.140
massive intellectual processing going on, you

00:19:22.140 --> 00:19:25.180
might picture Maxwell as this cold, hyperlogical,

00:19:25.220 --> 00:19:27.859
calculating machine of a human being. But the

00:19:27.859 --> 00:19:30.440
truth is, he was deeply human, vulnerable, and

00:19:30.440 --> 00:19:33.140
actually quite poetic. Very much so. His personal

00:19:33.140 --> 00:19:35.279
life reflects a deep capacity for connection

00:19:35.279 --> 00:19:37.539
and collaboration. Take his marriage to Catherine

00:19:37.539 --> 00:19:40.059
Mary Duar. She was seven years older than him

00:19:40.059 --> 00:19:42.559
and their relationship was incredibly collaborative.

00:19:43.140 --> 00:19:45.079
She didn't just, you know, support him from the

00:19:45.079 --> 00:19:47.799
sidelines or make his tea. She actively assisted

00:19:47.799 --> 00:19:50.940
him in his laboratory running complex experiments

00:19:50.940 --> 00:19:53.880
on the viscosity of gases with him. A true partnership.

00:19:54.180 --> 00:19:56.900
Yeah. His biographer and lifelong friend described

00:19:56.900 --> 00:19:59.400
their marriage as one of unexampled devotion.

00:20:00.079 --> 00:20:02.720
He also had a profound love for Scottish poetry.

00:20:02.970 --> 00:20:05.970
He memorized vast amounts of it, and he regularly

00:20:05.970 --> 00:20:08.450
wrote his own. Yeah, he wrote this amazing physics

00:20:08.450 --> 00:20:11.390
-themed poem called Rigid Body Sings, set to

00:20:11.390 --> 00:20:13.349
the tune of the classic Robert Burns song, Coming

00:20:13.349 --> 00:20:15.910
Through the Rye. He would apparently sit around

00:20:15.910 --> 00:20:17.809
and sing it while accompanying himself on the

00:20:17.809 --> 00:20:19.950
guitar. That's a great image. It opens with the

00:20:19.950 --> 00:20:21.809
lines, Jin -a -body meet a body flying through

00:20:21.809 --> 00:20:24.910
the air. Jin -a -body hit a body. Will it fly?

00:20:25.210 --> 00:20:28.259
And where? It's just so charming and beneath

00:20:28.259 --> 00:20:31.579
that quirky charm was a deeply held intensely

00:20:31.579 --> 00:20:35.180
philosophical belief system. Maxwell was an evangelical

00:20:35.180 --> 00:20:37.900
Presbyterian and his faith was a core component

00:20:37.900 --> 00:20:40.559
of his identity. During his time at Cambridge,

00:20:40.740 --> 00:20:43.079
he was a member of the elite intellectual society

00:20:43.079 --> 00:20:46.759
known as the Apostles. It was there that he articulated

00:20:46.759 --> 00:20:49.599
his belief that true faith and scientific inquiry

00:20:49.599 --> 00:20:52.740
were not in conflict, but rather entirely complementary.

00:20:53.279 --> 00:20:55.740
He actually wrote a brilliant essay for the Apostles

00:20:55.740 --> 00:20:58.519
where he stated, nothing is to be wholly ground

00:20:58.519 --> 00:21:01.380
consecrated to stationary faith. He believed

00:21:01.380 --> 00:21:03.180
that you shouldn't hide from questioning things

00:21:03.180 --> 00:21:05.559
just because they felt sacred. He thought that

00:21:05.559 --> 00:21:08.240
true faith required fearless open investigation

00:21:08.240 --> 00:21:11.279
into the natural world. If God created the universe,

00:21:11.700 --> 00:21:14.220
then studying exactly how it works with absolute

00:21:14.220 --> 00:21:16.980
uncompromising mathematical rigor was a form

00:21:16.980 --> 00:21:19.339
of devotion. Unfortunately, his time to study

00:21:19.339 --> 00:21:21.839
that universe was tragically cut short. In April

00:21:21.839 --> 00:21:24.539
of 1879, he began to have difficulty swallowing.

00:21:24.920 --> 00:21:27.000
He was diagnosed with abdominal cancer and he

00:21:27.000 --> 00:21:29.039
died in November of that year. Here's where it

00:21:29.039 --> 00:21:32.759
gets really interesting. In a very dark but almost

00:21:32.759 --> 00:21:35.380
beautifully mathematical way, he died at the

00:21:35.380 --> 00:21:38.440
exact same age, 48 years old, from the exact

00:21:38.440 --> 00:21:40.980
same disease abdominal cancer that had taken

00:21:40.980 --> 00:21:42.779
his mother when he was just eight years old.

00:21:42.839 --> 00:21:46.440
It's eerie. It really is. It framed his entire

00:21:46.440 --> 00:21:49.400
life, from the trauma that defined his childhood

00:21:49.400 --> 00:21:52.759
to his own passing, as this poignant, perfectly

00:21:52.759 --> 00:21:56.059
symmetrical closed loop. And yet, accounts from

00:21:56.059 --> 00:21:58.759
his final days describe a man of immense peace.

00:21:59.500 --> 00:22:02.200
The minister who visited him was astounded by

00:22:02.200 --> 00:22:05.460
his lucidity. As death approached, Maxwell told

00:22:05.460 --> 00:22:07.420
a colleague from Cambridge that he had never

00:22:07.420 --> 00:22:10.480
had a violent shove all my life. Wow. Yeah. He

00:22:10.480 --> 00:22:12.400
felt he had been treated gently by the world

00:22:12.400 --> 00:22:15.160
and his only desire was to have served his generation.

00:22:15.339 --> 00:22:17.619
Which is the understatement of the century. Completely.

00:22:17.920 --> 00:22:20.019
If we connect this to the bigger picture, the

00:22:20.019 --> 00:22:22.240
true measure of Maxwell's legacy might best be

00:22:22.240 --> 00:22:24.599
summarized by Albert Einstein himself. The ultimate

00:22:24.599 --> 00:22:28.640
endorsement. Exactly. In 1922, Einstein was visiting

00:22:28.640 --> 00:22:31.720
the University of Cambridge. His hosts remarked

00:22:31.720 --> 00:22:33.680
that Einstein had been able to do such great

00:22:33.680 --> 00:22:36.559
things because he stood on the shoulders of Isaac

00:22:36.559 --> 00:22:40.019
Newton. Einstein immediately corrected him, replying,

00:22:40.059 --> 00:22:42.259
no, I don't. I stand on the shoulders of Maxwell.

00:22:42.759 --> 00:22:44.859
So as we wrap up this deep dive, I want you to

00:22:44.859 --> 00:22:47.619
think about that. Every single time you connect

00:22:47.619 --> 00:22:50.059
to a Wi -Fi network, every time you take a picture

00:22:50.059 --> 00:22:52.359
on your phone and look at it on a high -definition

00:22:52.359 --> 00:22:55.160
color screen, every time you hear someone casually

00:22:55.160 --> 00:22:57.559
mention the butterfly effect, you are interacting

00:22:57.559 --> 00:23:00.240
with the ghost of James Clerk Maxwell. A legacy

00:23:00.240 --> 00:23:03.099
that touches almost everything we do. Yeah. A

00:23:03.099 --> 00:23:04.940
boy from the Scottish countryside who was called

00:23:04.940 --> 00:23:07.660
Dafty because his shoes were weird, but who ended

00:23:07.660 --> 00:23:10.319
up writing the physical source code for the modern

00:23:10.319 --> 00:23:12.559
world. And that leaves you with a final thought

00:23:12.559 --> 00:23:14.920
to consider as you go about your day. In our

00:23:14.920 --> 00:23:17.500
modern world, characterized by constant information

00:23:17.500 --> 00:23:20.220
overload and digital distractions, we take almost

00:23:20.220 --> 00:23:22.220
everything around us completely for granted.

00:23:22.339 --> 00:23:25.259
We really do. We accept the magic of our technology

00:23:25.259 --> 00:23:28.839
without a second thought. So what everyday mundane

00:23:28.839 --> 00:23:31.059
phenomenon in your own life are you ignoring

00:23:31.059 --> 00:23:33.920
right now? What invisible mechanism might just

00:23:33.920 --> 00:23:36.460
hold the key to a profound realization if only

00:23:36.460 --> 00:23:38.619
you paused, looked closely, and asked yourself

00:23:38.619 --> 00:23:39.559
what's the go with that?
