Friction — Concept Maps
ICSE · Class 11 · Physics
4 concept maps of Friction for ICSE Class 11 Physics, each also written out as a text outline. Part of the ICSE Class 11 Physics syllabus.
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Friction – Complete Chapter Overview
The map in words
- Friction
- Definition
- Opposes motion
- Parallel to surface
- Self-adjusting
- Origin
- Classical Theory
- Surface irregularities
- Interlocking
- Has drawbacks
- Modern Theory
- Molecular adhesion
- Cold welds
- Actual vs apparent area
- Classical Theory
- Types
- Static Friction
- Self-adjusting
- fs less than or equal to mu_s R
- Limiting friction max
- Kinetic Friction
- Sliding friction
- fk = mu_k R
- Less than static max
- Rolling Friction
- Wheels and balls
- fr = mu_r times R over r
- Least of all types
- Static Friction
- Laws
- Independent of area
- Proportional to normal reaction
- Tangential to surface
- Key Angles
- Angle of Friction
- mu_s = tan theta_s
- Angle of Repose
- mu_s = tan phi
- phi equals theta_s
- Angle of Friction
- Applications
- Inclined Plane
- Sliding down
- Pulling up
- Block over Block
- Moving together
- Slipping condition
- Pulling vs Pushing
- Pulling easier
- Inclined Plane
- Reduction Methods
- Lubrication
- Ball Bearings
- Polishing
- Streamlining
- Definition
Friction Concepts Hierarchy
The map in words
- Friction
- Definition and Basics
- What is Friction
- Self-Adjusting Force
- Origin of Friction
- Theories
- Classical Theory
- Modern Theory
- Types of Friction
- Static Friction
- Limiting Friction
- Coefficient μₛ
- Kinetic Friction
- Sliding Friction
- Coefficient μₖ
- Rolling Friction
- Coefficient μᵣ
- Lower than sliding
- Static Friction
- Key Concepts
- Angle of Friction
- Angle of Repose
- Normal Reaction
- Applications
- Horizontal Surfaces
- Inclined Planes
- Block Systems
- Reduction Methods
- Polishing
- Lubrication
- Ball Bearings
- Streamlining
- Definition and Basics
Derivation of minimum force required to move object on horizontal surface
The map in words
- Applied Force at Angle θ
- Horizontal Component F·cos θ
- Overcomes Friction
- Equilibrium Condition F·cos θ = μs·R
- Vary Angle θ
- Minimum F at θ = θs
- Fmin = mg·sin θs
- Minimum F at θ = θs
- Vary Angle θ
- Equilibrium Condition F·cos θ = μs·R
- Overcomes Friction
- Vertical Component F·sin θ
- Reduces Normal Force R = mg - F·sin θ
- Determines Friction f = μs·R
- Reduces Normal Force R = mg - F·sin θ
- Horizontal Component F·cos θ
Friction as an opposing force that arises when one body moves or tends to move over another surface
The map in words
- Friction as an opposing force that arises when one body moves or tends to move over another surface
- Origin of friction
- Static friction
- Limiting friction
- Kinetic friction
- Rolling friction
- Coefficients of friction
- Angles related to friction
- Laws of friction
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