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172 lines (172 loc) · 7.44 KB
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{
"slug": "frictionclear",
"kind": "principle",
"box": 20,
"date": "2026-09-27",
"title": "Friction",
"question": "What is friction?",
"principle": {
"type": "concept",
"name": "Friction",
"formula": "F = μ × N",
"formulaNote": "friction = coefficient of friction × normal force. Static friction matches your push up to μs × N; once sliding, it drops to μk × N. μ has no unit and depends only on the two surfaces",
"idea": "Friction is the force that resists two surfaces sliding over each other. It grows with how hard they are pressed together (F = μ × N), hardly depends on how big the contact looks, and is what lets you walk, drive and grip anything at all.",
"discovered": "c. 1493 · Leonardo da Vinci's notebooks; 1699 · Guillaume Amontons; 1785 · Charles-Augustin de Coulomb",
"art": "block",
"appliesTo": [
"carclear",
"cycleclear",
"motorcycleclear",
"penclear",
"fanclear",
"mixerclear"
],
"examples": [
{
"title": "Braking distance",
"text": "A car's tyres grip a dry road with μ ≈ 0.8, so from 80 km/h it can stop in about 32 m. On ice, with μ ≈ 0.1, the same stop takes about 250 m.",
"box": "carclear"
},
{
"title": "Anti-lock brakes",
"text": "A skidding tyre grips about a fifth less than a rolling one and can't steer. ABS releases the brakes up to 15 times a second to keep each wheel just short of locking.",
"box": "carclear"
},
{
"title": "Engine oil",
"text": "Oil dragged into the crankshaft bearings lifts the shaft on a film a few thousandths of a millimetre thick, cutting friction from about 0.1 to well under 0.01.",
"box": "carclear"
},
{
"title": "Rim brakes",
"text": "Squeeze the lever with 60 N and each pad presses on the rim with about 240 N. Friction at the rim becomes about 210 N of grip at the road, and wet rims give less than half.",
"box": "cycleclear"
},
{
"title": "Rolling beats sliding",
"text": "Bicycle tyres roll with a resistance of about 0.004 × the weight: just 3 N for a rider and bike. Dragging the same load would take over 600 N.",
"box": "cycleclear"
},
{
"title": "Leaning on the front brake",
"text": "Braking throws a rider's weight onto the front tyre, pressing it harder into the road. More normal force means more grip, so the front brake does most of the stopping.",
"box": "motorcycleclear"
},
{
"title": "The ballpoint's ball",
"text": "Friction from the paper turns the 0.7 mm ball about 4.5 times per centimetre, wiping ink onto the page. On glass it skids and nothing comes out.",
"box": "penclear"
},
{
"title": "Fan bearings",
"text": "A ceiling fan's ball bearings have a friction coefficient of about 0.0015, which is why the blades keep turning long after you switch it off.",
"box": "fanclear"
},
{
"title": "A mixer at 18,000 rpm",
"text": "Ball bearings lose about a quarter of a watt in a mixer grinder's motor. A dry bush in their place would turn over 20 W into heat in a spot the size of a pea.",
"box": "mixerclear"
},
{
"title": "Rope round a post",
"text": "Each turn of rope round a steel bollard multiplies its grip by about 4.8. With three turns, a 100 N pull holds more than a tonne."
}
]
},
"hook": "Friction is the force that holds before it slips. Pull a block with a spring scale and watch the grip peak then drop, stop a car on dry roads and ice, float a crankshaft on oil, hold a boat with one hand and three turns of rope, and bust the myth that pressure makes ice slippery.",
"thumbText": "FRICTION",
"field": "physics",
"minutes": 12,
"tags": [
"friction",
"coefficient of friction",
"static friction",
"kinetic friction",
"normal force",
"braking distance",
"ABS",
"aquaplaning",
"rolling resistance",
"bearings",
"lubrication",
"stick-slip",
"superlubricity",
"physics",
"three.js"
],
"explainer": [
{
"title": "Grip, then slip",
"text": "Friction resists sliding. Static friction matches your pull up to a limit, μs × N; past it the surface lets go and sliding friction, μk × N, is usually smaller. μ has no unit. Tilt a ramp until a block slides and tan θ = μs. Surfaces really touch only at the tips of tiny bumps."
},
{
"title": "Grip on the road",
"text": "Tyres drive, steer and stop through static friction: μ about 0.8 dry, 0.5 wet, 0.1 on ice. Braking distance is v² ÷ 2μg, so ice means eight times as far. ABS keeps wheels just short of locking. Worn tread can't clear water and the tyre aquaplanes."
},
{
"title": "Friction we fight",
"text": "Rolling needs about 1% of the weight for a car, a hundredth of dragging it. Ball bearings run at μ ≈ 0.0015. An oil film floats a crankshaft off the metal, as the Stribeck curve shows. Whatever friction remains becomes heat, enough to make brake discs glow."
},
{
"title": "Friction we need",
"text": "Each step pushes the ground back so the ground pushes you forward, needing μ ≈ 0.18. A pen's ball rolls only because paper grips it. Rope round a post grips exponentially, T₀ e^(μθ). Rosin makes a violin bow stick and slip hundreds of times a second."
},
{
"title": "Myths and limits",
"text": "Friction doesn't depend on contact area. Ultra-smooth clean metals stick and can even cold-weld. Pressure lowers ice's melting point by only about 1.5 °C under a skate: ice is slippery because of its wet surface layer and frictional heating. Twisted graphite is superlubric, and air drag grows with speed squared."
}
],
"concepts": [
{
"term": "Friction",
"def": "The force between touching surfaces that resists them sliding over each other."
},
{
"term": "Normal force",
"def": "How hard two surfaces are pressed together, at right angles to them. On a flat table it equals the weight."
},
{
"term": "Coefficient of friction (μ)",
"def": "Friction divided by normal force. It has no unit and depends on the two surfaces."
},
{
"term": "Static and kinetic friction",
"def": "Static friction stops sliding from starting, up to μs × N; kinetic friction acts once sliding, about μk × N."
},
{
"term": "Real contact area",
"def": "The tiny fraction of a surface that actually touches, at the tips of its bumps. It grows with the load."
},
{
"term": "Rolling resistance",
"def": "The small drag on a rolling wheel, Crr × weight: about 1% for a car tyre."
},
{
"term": "Lubrication",
"def": "A film of oil or grease that keeps surfaces apart and cuts friction."
},
{
"term": "Stick–slip",
"def": "Jerky motion where surfaces stick, build up force, slip and stick again: violins, squeaks and earthquakes."
}
],
"links": {},
"storage": [
{
"key": "frictionclear.v1",
"what": "Which chapters you have opened, your best quiz scores, and sound on or off."
}
],
"credits": [
{
"name": "three.js",
"license": "MIT",
"url": "https://threejs.org"
},
{
"name": "Geist, Instrument Serif",
"license": "SIL OFL 1.1",
"url": "https://openfontlicense.org"
}
]
}