What If Friction Faded a Little Every Second?
One Rule
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What If Friction Faded a Little Every Second?
1 332 просмотра · 10 дн. назад
One Rule
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1 332 просмотра · 10 дн. назад
Every second, friction gets a little weaker. After one minute, half of it is gone. You stand at the top of your street on a quiet evening and watch what happens: a mug slides off a car, parked cars slide down the hill into the harbor, nobody can walk, bolts unscrew themselves... and an old man rides his bench down the hill at almost 60 km/h.
Two rules: nobody gets hurt, and air and water still push like always. Everything else follows the physics.
⏱ Chapters
0:00 Flash-forward
0:11 A normal evening
1:07 A mug slides off a car
1:24 Turning fails
1:41 The bus gives up
2:00 Knots let go
2:19 Parked cars slide
2:35 Nobody can walk normally
3:06 Sand and bolts
3:35 As slippery as ice
3:48 The bins roll away
4:23 Hands can't hold on
4:58 The bench
5:33 You start to slide
6:11 The gusts push people
7:22 1 km to stop
8:10 You let go
8:33 In the water
🔬 How it works (simplified)
• Every friction coefficient between solid surfaces drops by 1.15% per second, so it halves every minute. Car tires on a dry road start at μ ≈ 0.9.
• Something starts to slide when the push along the ground (a slope, the breeze) beats μ times its weight. The street's hill is 22% steep, the sidewalk tilts 2% toward the road, and the evening breeze is 5 m/s.
• Braking distances include air drag. Slides include air drag and the breeze. Shape still works without friction: a curb, a bollard, a bolt through a hole, arms wrapped around a pole.
📚 Sources
• Tire friction on dry/wet roads, packed snow and ice: published tire-friction tables (e.g. hpwizard.com)
• Walking needs a friction coefficient of about 0.2: studies of the friction needed for normal walking
• Knots hold only above a critical friction: Leuthäusser (2023), "Frictional mechanics of knots"
• Frictionless bead piles still keep ~6°: Peyneau & Roux (2008), Physical Review E 78, 011307
• Ice skate friction ≈ 0.005: de Koning et al. (1992), Journal of Biomechanics
• Bolt self-loosening: thread mechanics (Shigley's Mechanical Engineering Design; VDI 2230)
Music: original score made for this channel.
#whatif #science #physics #friction #simulation