Analytical Chemistry Technology  ·  Level 6
Physics Principles
Chapter 4: Apply friction principles
📚 7 Topics
⚑ What you will be able to do

By the end of this chapter, you will be able to:

  • Identify sources of friction in equipment accurately by following friction principles and the manufacturer’s manual.
  • Apply resultant forces correctly using friction principles to understand how they affect movement.
  • Calculate the coefficient of friction accurately to measure how surfaces interact.
  • Explain how friction impacts the performance and safety of equipment.

Mastering these skills helps you work confidently with machines and tools, ensuring they run smoothly and safely in real-world trade settings.

4.1 Definition of friction

Friction is the force that opposes the relative motion, or the tendency to relative motion, between two surfaces in contact. It acts along the surfaces (parallel to them), in the direction opposite to the motion or attempted motion, and it arises only when there is contact and a force trying to make one surface slide, roll or flow over the other. Like all forces it is a vector, measured in newtons (N). Friction is both useful and wasteful: without it we could not walk, grip a burette tap or stop a vehicle, yet it also wears out moving parts and turns useful energy into heat. Example: maintenance staff at a maize milling plant in Kamwosor grease the bearings of the hammer mill every week to cut friction losses in the machine.

Kinds of friction

  • Static friction: The friction between surfaces that are not yet moving relative to each other. It adjusts itself to match the applied force, up to a maximum value, and so holds a reagent bottle still on a sloping shelf.
  • Limiting friction: The maximum value of static friction, reached just as the body is about to slide. Any larger applied force starts the motion.
  • Kinetic (sliding or dynamic) friction: The friction between surfaces that are sliding over each other. It is slightly smaller than limiting friction and stays roughly constant at moderate speeds.
  • Rolling friction: The much smaller resistance when a wheel, roller or ball rolls over a surface, caused mainly by slight flattening of the surfaces at the contact. It is why trolleys and ball bearings move easily.
  • Fluid friction (viscous drag): The resistance to motion through a liquid or gas, or to the flow of a fluid itself. It depends on speed, shape and viscosity, and explains the terminal velocity of a falling sphere in a viscometer.

Friction as a force

  • Direction: Always opposite to the relative motion or attempted motion of the surfaces.
  • Magnitude: Static friction can be anything from zero up to the limiting value; kinetic friction F = μR, where μ is the coefficient of kinetic friction and R the normal reaction (see topic 4.5).
  • Unit: The newton (N).
  • Effect on energy: Work done against friction is turned into heat (and some sound), which is why rubbing hands warms them and brakes get hot.

Static friction against applied force

If a small horizontal pull is applied to a heavy box on the floor and slowly increased, the box at first does not move: static friction rises to equal the pull exactly. When the pull reaches the limiting friction, the box starts to slide, and the friction then drops slightly to the kinetic value, so a smaller force is enough to keep it moving at a steady speed. A graph of friction against applied force therefore rises at 45° (friction equals pull), peaks at the limiting value, then falls a little to a level line.

Friction in the laboratory

  • Ground glass joints: Friction holds stoppers and joints together; a thin film of grease reduces it so they can be separated.
  • Stopcocks and taps: Burette and separating funnel taps need enough friction to stay in place but not so much that they stick.
  • Centrifuges and stirrers: Friction in bearings produces heat and wear, so these parts are lubricated and checked.
  • Viscometers: Measure fluid friction (viscosity) of oils, syrups and polymer solutions.
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🔒4.2 Source of friction

Friction arises at the microscopic level where two surfaces touch. Even a surface that looks and feels perfectly smooth is covered with tiny hills and valleys, called asperities, and the two surfaces actually touch only at the tips of these asperities. The tru…

🔒4.3 Laws of friction

The laws of friction are experimental rules, first set out by Leonardo da Vinci and later by Guillaume Amontons and Charles Coulomb, that describe how the friction between two dry solid surfaces behaves. They are not exact laws of nature like Newton's laws, bu…

🔒4.4 Resultant forces

The resultant force on a body is the single force that has the same effect as all the forces acting on it together. When friction acts, the resultant is found by combining the applied force, the weight, the normal reaction and the friction force, usually by re…

🔒4.5 Coefficient of friction

The coefficient of friction (μ, the Greek letter mu) is the ratio of the friction force between two surfaces to the normal reaction pressing them together. It is a single number that describes how "grippy" or "slippery" a pair of surfaces is, and it allows fri…

🔒4.6 Applications of friction

Friction is often treated as a nuisance, but many everyday actions and machines depend on it. Without friction people could not walk, vehicles could not start, turn or stop, nails and screws would not hold, and knots would slip undone. Engineers therefore incr…

🔒4.7 Methods of reducing friction

Reducing friction saves energy, cuts heat and wear, lowers noise and makes machines last longer. In a typical machine a large part of the input energy is lost to friction in bearings, gears, seals and sliding parts, so every method that lowers friction raises…

Am I competent?

At the start of this chapter we promised you would be able to:

  • Identify sources of friction in equipment accurately by following friction principles and the manufacturer’s manual.
  • Apply resultant forces correctly using friction principles to understand how they affect movement.
  • Calculate the coefficient of friction accurately to measure how surfaces interact.
  • Explain how friction impacts the performance and safety of equipment.

Tick each one you can genuinely do.

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