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Monochromatic Source of Light Simplified Revision Notes

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Interference - Monochromatic Source of Light

Interference Diagram

Introduction

  • In interference experiments involving a monochromatic source of light, a key element is the use of a diffraction grating to create interference patterns.
  • These patterns are characterised by the presence of maxima and minima of light intensity.

Effect of a Grating on Monochromatic Light

  • A diffraction grating consists of many closely spaced slits or lines.
  • When monochromatic (single-wavelength) light passes through a grating, it interacts with the grating, leading to the formation of an interference pattern.
  • The central maximum in the pattern is also known as the zero-order maximum.

Relationship Between Wavelength, Spacing, and Angle

  • For other orders of maxima (besides the zero-order maximum), there exists a relationship between the wavelength of light (λ), the spacing of adjacent lines on the grating (d), and the angle (θ) at which the maximum is observed.
  • This relationship is mathematically described by the following equation:
  • nλ = d sin(θ)
  • Where:
    • n is the order number for the maximum (1 for first-order, 2 for second-order, etc.).
    • λ is the wavelength of the monochromatic light.
    • d is the spacing between adjacent lines on the grating.
    • θ is the angle at which the maximum is observed.

Applications of Interference with Monochromatic Light

  • Interference patterns created by monochromatic light and diffraction gratings are crucial in spectroscopy and optical instruments.
  • Scientists and engineers use these patterns to analyse the spectral content of light, determine wavelengths, and make precise measurements.

Interference - Monochromatic Source of Light

Interference Diagram

Summary

  • Interference experiments involving monochromatic light use diffraction gratings to create interference patterns.
  • These patterns consist of maxima and minima of light intensity.
  • The relationship between the wavelength of light (λ), the grating spacing (d), and the angle of observation (θ) for interference maxima is given by the equation nλ = d sin(θ).
  • Interference with monochromatic light is widely used in spectroscopy and optical instruments for spectral analysis and precise measurements.
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