polarisation
Overview
# Polarisation - A-Level Physics Summary **Key Learning Outcomes:** Polarisation demonstrates that electromagnetic waves, including light, are transverse waves with oscillating electric and magnetic fields perpendicular to the direction of propagation. Students must understand that unpolarised light can be polarised by filters, reflection, or scattering, and that the intensity of polarised light transmitted through an analyser follows Malus's Law (I = I₀cos²θ). Applications include polarising sunglasses, LCD displays, and stress analysis in materials. **Exam Relevance:** This topic regularly appears in Paper 2 and Paper 4, testing calculation skills using Malus's Law, explanations of polarisation phenomena, and the ability to distinguish transverse from longitudinal waves. Questions often link polarisation to practical applications and require students to interpret experimental data from polarising filter arrangements.
Core Concepts & Theory
Polarisation is a phenomenon unique to transverse waves where oscillations occur in a single plane perpendicular to the direction of energy propagation. Light, being an electromagnetic wave with oscillating electric and magnetic fields perpendicular to each other and to the direction of travel, can be polarised.
Unpolarised light contains waves vibrating in all possible planes perpendicular to the direction of propagation. Natural sunlight and light from incandescent bulbs are unpolarised. Plane-polarised light (or linearly polarised light) contains waves oscillating in only one plane.
Key Terms:
- Polariser: A filter that transmits light oscillating in only one plane (the transmission axis) while absorbing oscillations perpendicular to it
- Analyser: A second polariser used to detect or analyse already polarised light
- Plane of polarisation: The plane containing the direction of propagation and the direction of electric field oscillation
Malus's Law describes intensity transmission through crossed polarisers:
I = I₀ cos²θ
Where:
- I = transmitted intensity
- I₀ = incident polarised light intensity
- θ = angle between polariser and analyser transmission axes
Critical Understanding: When θ = 0° (parallel), maximum transmission occurs (I = I₀). When θ = 90° (crossed/perpendicular), no light transmits (I = 0). At θ = 45°, exactly half the intensity passes through.
Mnemonic: "LOTUS" - Light Oscillates Transversely, Unpolarised Sources. Only transverse waves can be polarised; longitudinal waves (like sound) cannot.
Polarisation methods: Reflection (Brewster's angle), scattering, and selective absorption (Polaroid filters).
Detailed Explanation with Real-World Examples
Understanding Polarisation Through Analogy: Imagine pushing a rope threaded through vertical railings. You can only create waves that move up-down (vertically); side-to-side waves are blocked. The railings act like a polariser, allowing oscillations in one plane only.
Real-World Applications:
1. Polaroid Sunglasses: When sunlight reflects off horizontal surfaces (water, roads, snow), it becomes partially plane-polarised in the horizontal plane, causing intense glare. Polaroid sunglasses contain vertical polarisers that block horizontally polarised light, reducing glare dramatically. Fishermen use polarised glasses to see beneath water surfaces by eliminating surface reflections.
2. Photography & Cinema: Polarising filters on cameras reduce reflections from glass and water, enhance sky blueness, and improve colour saturation. 3D cinema technology uses two projectors with perpendicular polarising filters; viewers wear glasses with corresponding polarisers for each eye, creating stereoscopic depth perception.
3. LCD Screens: Liquid Crystal Displays exploit polarisation. Two perpendicular polarisers sandwich liquid crystals. Applied voltage rotates light polarisation, controlling pixel brightness. Your phone screen uses this principle!
4. Stress Analysis: Engineers use photoelasticity where transparent plastic models under mechanical stress rotate polarised light. Viewed between crossed polarisers, stress patterns appear as colourful fringes, revealing structural weaknesses.
5. Nature: Honeybees navigate using polarised skylight patterns. Light scattered by the atmosphere becomes partially polarised, creating a celestial polarisation map bees use as a compass, even on cloudy days.
Key Insight: Polarisation proves light is a transverse wave—this was historically crucial evidence for the electromagnetic wave theory of light, distinguishing it from sound (longitudinal).
Worked Examples & Step-by-Step Solutions
**Example 1**: Unpolarised light of intensity 240 W m⁻² passes through two polarising filters. The first polariser's axis is vertical. The second makes an angle of 60° to the vertical. Calculate the transmitted intensity. **Solution:** *Step 1*: When unpolarised light passes through the first polar...
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Key Concepts
- Polarisation: The restriction of the oscillations of a transverse wave to a single plane perpendicular to the direction of propagation.
- Unpolarised Light: Light in which the electric field oscillations occur in all possible planes perpendicular to the direction of propagation.
- Plane-Polarised Light (Linearly Polarised Light): Light in which the electric field oscillations are confined to a single plane.
- Polariser: A material or device that produces plane-polarised light from unpolarised light.
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Exam Tips
- →Clearly distinguish between unpolarised and plane-polarised light, and be able to draw diagrams showing electric field oscillations for both.
- →Memorise Malus's Law (I = I0 cos^2(theta)) and understand how to apply it in calculations involving two polarisers. Pay attention to the angle 'theta'.
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