John Carlos Baez on Nostr: I love reading about the medieval physics: you can see people struggling against ...
I love reading about the medieval physics: you can see people struggling against mental traps, often failing, but still putting up a fight. We shouldn't laugh at them: theoretical physicists may be stuck in their own traps today! Good new ideas often seem obvious in retrospect... but only in retrospect.
For example: Aristotle argued that a vacuum is impossible, because the velocity of an object equals the force on it divided by the resistance of the medium it's moving through. A vacuum offers no resistance - so an object would move through it at infinite speed!
Around 1100, the medieval Arab physicist Ibn Bajja disagreed. He argued that the celestial spheres - i.e. the planets and stars - move at finite speeds even in the vacuum. So, he said, we should š š¢šš”šššš” the resistance of the medium from the object's natural speed, not ššš£ššš by it.
Averroes fought back, agreeing with Aristotle. Later, Thomas Aquinas sided with Ibn Bajja. By the 1300s, most Western natural philosophers had sided with Aristotle.
There are definitely problems with the subtraction theory. What if the resistance exceeds the force? Does the object move ššššš¤šššš ? But back then they didn't know about negative numbers! So maybe proponents of the subtraction theory would say an object š š”šššš š š”ššš if you push on it with insufficient force to overcome the resistance.
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Published at
2024-10-29 20:52:03Event JSON
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"content": "I love reading about the medieval physics: you can see people struggling against mental traps, often failing, but still putting up a fight. We shouldn't laugh at them: theoretical physicists may be stuck in their own traps today! Good new ideas often seem obvious in retrospect... but only in retrospect.\n\nFor example: Aristotle argued that a vacuum is impossible, because the velocity of an object equals the force on it divided by the resistance of the medium it's moving through. A vacuum offers no resistance - so an object would move through it at infinite speed!\n\nAround 1100, the medieval Arab physicist Ibn Bajja disagreed. He argued that the celestial spheres - i.e. the planets and stars - move at finite speeds even in the vacuum. So, he said, we should š š¢šš”šššš” the resistance of the medium from the object's natural speed, not ššš£ššš by it. \n\nAverroes fought back, agreeing with Aristotle. Later, Thomas Aquinas sided with Ibn Bajja. By the 1300s, most Western natural philosophers had sided with Aristotle. \n\nThere are definitely problems with the subtraction theory. What if the resistance exceeds the force? Does the object move ššššš¤šššš ? But back then they didn't know about negative numbers! So maybe proponents of the subtraction theory would say an object š š”šššš š š”ššš if you push on it with insufficient force to overcome the resistance.\n\n(1/2)\n\nhttps://media.mathstodon.xyz/media_attachments/files/113/392/669/569/786/973/original/26254b2e4a4e87fc.jpg",
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