CritABCD
A.2 · 10 · A.2 Forces and momentum · contact and resistive forces

Friction, buoyancy, tension and the rest

The everyday forces you name on a free-body diagram, what resists motion, and a skydiver with two terminal velocities.

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Hook

A stationary drop of water on a level table feels balanced forces. Tilt the table and the forces become unbalanced — it slides. What would the SAME experiment look like with a drop of honey, or glue, or oil?

The table and the drop
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Balanced vs unbalanced, revisited

Stationary drop (level table)Moving drop (tilted table)
Forcesbalanced, F_net = 0unbalanced, F_net ≠ 0

This lets us conclude that motion (here, transportation) happened only because the table was tilted — an imbalance of forces. Now imagine the same experiment with a drop of honey, glue, or oil instead of water.

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The buoyant force on an object equals…

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An object floats when…

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A 0.20 m radius sphere of density 500 kg m⁻³ hangs fully underwater from a cable at 60° to the horizontal, tension 120 N. What is the upthrust on it?

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A string can…

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At the angle where a block just starts to slide, μ equals…

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Static friction compared with dynamic (kinetic) friction on the same surfaces is usually…

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A ball falling through a fluid reaches terminal velocity when…

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The instant a skydiver’s parachute opens, drag is…

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Why is the terminal velocity under an open parachute so much lower than in freefall?

Apply

Sketch (in words) what would happen to a drop of honey, a drop of glue, and a drop of oil on the SAME tilted-table experiment. Which would take longest to start visibly moving, and why?

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Remember earlier lessons
From lesson A.2 · 9

Everyday contact forces (friction, tension) are all really…

From lesson A.2 · 3

F = kx describes a force that changes an object’s…

Summary card

Key points

  • • Named forces: weight, normal force, tension, buoyant force, spring force, friction, drag.
  • • F_B = ρ_fluid V g = weight of fluid displaced. F_B > W floats, F_B < W sinks.
  • • A string only pulls. Tension is found from F_net = ma, not a standalone formula.
  • • f = μN, with μ_static > μ_dynamic; at the point of sliding on an incline, μ = tan θ.
  • • Friction, drag, viscosity and electrical resistance are one family: things that oppose motion.
  • • A falling object reaches terminal velocity when the resistive force balances its weight.
  • • A skydiver has TWO terminal velocities: fast in freefall, much slower under an open parachute, because drag depends on k as well as v.

Formulas

  • f = μN
  • μ = tan θ (at the point of sliding)
  • F_B = ρ_fluid V g
  • F_B = W + T sin θ (tethered underwater, cable at θ to the horizontal)
  • F_drag = kv² (fast motion through air)

Key terms

Tension
:
the pulling force transmitted along a string, rope or cable
Buoyant force
:
the upward force on an object in a fluid, equal to the weight of fluid displaced
Terminal velocity
:
the constant speed reached when the resistive force balances the weight

Common errors

  • • Giving tension a fixed formula instead of finding it from F_net = ma.
  • • Forgetting μ_static > μ_dynamic.
  • • Thinking a denser/more viscous fluid gives a HIGHER terminal velocity — it is the opposite.
  • • Using cos θ instead of sin θ for a cable’s vertical pull, when θ is measured from the horizontal.
  • • Thinking a parachute reduces speed by reducing weight, rather than by increasing drag.
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