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    Cards (60)

    • Sir Isaac Newton proposed a corpuscular theory of light, stating that light consists of extremely light and tiny particles known as corpuscles
    • Corpuscular theory explains reflection and refraction of light
    • Corpuscular theory fails to explain interference, diffraction, and polarization of light
    • Newton's theory could not explain why the velocity of light was lesser in denser medium compared to vacuum
    • Christopher Huygens proposed the wave theory of light in the early 18th century as a challenge to Newton’s corpuscular theory
    • According to Huygens’s theory, light consists of waves that travel through a very dilute and highly elastic material medium present everywhere in space called ether
    • The density of the ether medium is very low, and the modulus of elasticity is very high, resulting in a very large speed of light
    • Huygens’s wave theory explained phenomena like reflection, refraction, interference, and diffraction of light
    • Huygens’s wave theory failed to explain polarization, as he assumed that light waves, which are longitudinal in nature, are mechanical disturbances
    • Huygens’s wave theory also failed to explain black body radiation, the photoelectric effect, and the Compton effect
    • The hypothetical medium ether was never discovered, and now we know light can propagate in a vacuum
    • Huygen’s principle states that each point on a wavefront is a source of secondary wavelets or disturbances
    • Disturbances from secondary sources spread in all directions in the same way as from the primary source
    • Secondary sources create wavelets similar to the primary source
    • A common tangent on the wavelets in the forward direction gives the new wavefront at any instant of time
    • The sum of spherical wavelets forms the wavefront
    • Huygen’s principle is used to analyze wave propagation in diffraction and reflection
    • The Huygens wave principle proved the concept of reflection of light
    • The Huygens wave principle also approved the concept of refraction of light
    • The Huygens wave principle proved the concept of interference of light
    • The Huygens wave principle proved the concept of diffraction of light
    • Huygen's principle failed to prove:
      • The concept of polarization of light
      • Emission of light
      • Absorption of light
      • The photoelectric effect
    • All the rays are always perpendicular to the wavefront
    • Time taken by a wave from one wavefront to another wavefront is always constant, even in different mediums where distance and velocity can change
    • All points on a wavefront act like secondary sources known as secondary wavelets
    • Wavefront is the locus of all points in the same phase
    • Spherical Wavefront:
      • Point source radiating energy causes particles around it to oscillate, creating waves that travel in all directions and form a spherical wavefront
    • Planar Wavefront:
      • If the source is at infinity, waves are parallel (e.g., light rays from the sun on earth), forming a planar wavefront
    • Cylindrical Wavefront:
      • Formed when the light source is linear, with all points equidistant from the source and found on the surface of a cylinder
    • Differences in amplitude and intensity between three types of wavefronts:
    • Spherical wavefront:
      • Amplitude (A) proportional to 1/r
      • Intensity (I) proportional to 1/r^2
    • Planar wavefront:
      • Amplitude (A) constant (r^0)
      • Intensity (I) constant (r^0)
    • Cylindrical wavefront:
      • Amplitude (A) proportional to 1/√r
      • Intensity (I) proportional to 1/r
    • Young's double slit experiment uses two coherent sources of light placed at a small distance apart
    • The distance between the two slits is usually only a few orders of magnitude greater than the wavelength of light
    • The experiment helped in understanding the wave theory of light
    • A screen or photodetector is placed at a large distance, 'D', away from the slits
    • The wave theory of light is explained with the help of a diagram
    • For maximum intensity or bright fringe to be formed at point P, the path difference is given by Δz = (where n = 0, ±1, ±2, . . . .)
    • The distance of the nth bright fringe from the centre is xn = nλD/d
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