Physics, From the Ground Up, Ep. 14: P2 · Forces and Newton's Laws (Part 1: Newton's Three Laws)
Relatively Puzzled
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Physics, From the Ground Up, Ep. 14: P2 · Forces and Newton's Laws (Part 1: Newton's Three Laws)
3 просмотра · 8 дней назад
Relatively Puzzled
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3 просмотра · 8 дней назад
Description:
What keeps a moving thing moving? It took about two thousand years to get the answer right. Part 1 of P2 follows the idea from Aristotle through Galileo and Descartes to Newton's three laws, then puts F = ma to work: weighing astronauts in orbit, the Saturn V lifting off, free-body diagrams, and how you can walk at all.
Chapters:
0:00 Why do things move?
1:31 Motion needs a push?
2:47 Galileo's ramps
4:02 Straight lines
5:25 Newton's first law
6:48 What is a force?
8:24 F = ma
10:04 Using F = ma
11:48 Mass and weight
13:48 Weighing in space
15:14 Lifting off
16:57 Free-body diagrams
19:18 Action and reaction
20:45 Why don't they cancel?
22:39 Walking and rockets
24:37 Common mistakes
26:02 Recap and what's next
WHAT YOU'LL LEARN
• Inertia and Newton's first law: forces change motion, they don't keep it going
• Net force and F = ma, with every step worked through
• Mass and weight (W = mg), and why heavy things don't fall faster
• Free-body diagrams: a five-step routine
• Newton's third law: why action and reaction never cancel, and how walking and rockets work
COMPANION WEBSITE
Notes, key equations, sources, practice problems with full solutions, and further learning:
https://relativelypuzzled.com/ground-...
SOURCES
• Aristotle, Physics, Books VII and VIII (4th century BC).
• Galileo, Dialogue (1632), Second Day, and Two New Sciences (1638), Third Day: the two ramps.
• René Descartes, Principia philosophiae (Amsterdam, 1644), Part II.
• Isaac Newton, Philosophiae Naturalis Principia Mathematica (London, 1687): the laws of motion; Halley paid for the printing.
• NASA: the Space Linear Acceleration Mass Measurement Device (SLAMMD) on the ISS.
• Saturn V for Apollo 11 (16 July 1969): about 33 MN of thrust, about 2.9 million kg at liftoff (NASA figures).
#physics #newton #forces