The Historical Battle of Light Theories: Newton vs Huygens

Expert reviewed 22 November 2024 5 minute read


Introduction

The nature of light has been one of physics' most intriguing mysteries. In the 17th century, two competing theories emerged: Newton's corpuscular theory and Huygens' wave theory. Both models attempted to explain light's behavior, leading to a scientific debate that would last for centuries.

Newton's Corpuscular Theory

Core Principles

Newton proposed that light consisted of tiny particles called corpuscles, which:

  • Travel in straight lines at finite speeds
  • Follow the laws of classical mechanics
  • Interact with matter through fundamental forces
  • Vary in size to produce different colors

Successful Explanations

Newton's model effectively explained several phenomena:

  • Reflection: Using the principle of elastic collisions, Newton showed how the angle of incidence equals the angle of reflection:

θi=θr\theta_i = \theta_r

  • Straight-line Propagation: The rectilinear motion of particles explained how light travels in straight lines.
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Limitations

The corpuscular theory faced significant challenges:

  • Refraction: Newton incorrectly predicted that light would travel faster in denser media, which was later disproven by Foucault's experiments.

vwater<vairv_{water} < v_{air}

  • Interference: The model couldn't explain the constructive and destructive interference patterns observed in Young's double-slit experiment.
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Huygens' Wave Theory

Fundamental Concepts

Huygens proposed that light propagates as a wave through a medium called the "luminiferous ether." His principle states that:

  • Every point on a wavefront acts as a source of secondary wavelets
  • The new wavefront is the envelope of these secondary wavelets

Key Successes

The wave theory successfully explained:

  • Diffraction: Light's ability to bend around obstacles and spread through small openings.

  • Refraction: The change in light's direction when entering a new medium, described by Snell's Law:

n1sin(θ1)=n2sin(θ2)n_1 \sin(\theta_1) = n_2 \sin(\theta_2)

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Limitations

Huygens' model had its own challenges:

  • Polarization: The longitudinal wave model couldn't explain light's polarization properties.

  • Vacuum Propagation: The theory required a medium (ether) for light propagation, which was later disproven.

Historical Impact: Foucault's Experiment

Foucault's 1850 experiment measured light's speed in different media, showing that:

vwater<vairv_{water} < v_{air}

This conclusively disproved Newton's prediction that light should travel faster in denser media, dealing a significant blow to the corpuscular theory.

Return to Module 7: The Nature of Light