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Newton has postulated his corpuscular theory on the basis of (a) Newton's ring (b) colour due to thin film (c) dispersing of light (d) rectilinear propagation of light

Short Answer

Expert verified
(d) Rectilinear propagation of light.

Step by step solution

01

Understand the Corpuscular Theory

Newton's corpuscular theory proposed that light is made up of tiny particles, or "corpuscles," which are emitted from luminous sources and travel in straight lines.
02

Recognize Key Features of the Theory

Key aspects of the corpuscular theory include the rectilinear propagation of light, which means light travels in straight lines, and its ability to explain the reflection and refraction of light through the interactions of these particles.
03

Analyze Options for Relevance to the Theory

Evaluate each option: (a) Newton's ring - related to interference patterns, not directly explained by corpuscular theory. (b) Colour due to thin film - involves interference, also not explained by corpuscles. (c) Dispersion of light - Newton explained it using prism experiments but it relates more to wave properties. (d) Rectilinear propagation of light - associated with corpuscular theory because particles travel in straight lines.
04

Select the Correct Answer

Based on the analysis, (d) rectilinear propagation of light is directly connected to the fundamental concept of Newton's corpuscular theory, where light particles (corpuscles) travel in straight paths.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Rectilinear Propagation of Light
Newton's corpuscular theory suggests that light consists of tiny particles known as corpuscles. These corpuscles are emitted from light sources and travel in straight lines. This concept is called the rectilinear propagation of light. It is fundamental because it explains why light travels in predictable paths and helps clarify why shadows form with sharp edges. The straight path of light can be observed in everyday phenomena like sunbeams streaming through a window, where light travels in a narrow, focused direction without bending.
  • Corpuscles travel in a direct trajectory.
  • Explains shadow formation.
  • Can be observed with simple light sources.
This principle also underlies the design of many optical devices, such as cameras and telescopes, which rely on predictable light paths. Engineers and scientists use this straight-line travel in applications ranging from architectural lighting to laser guidance systems.
Reflection and Refraction of Light
The behavior of light when it encounters different surfaces or materials is explained through reflection and refraction, even within Newton's corpuscular framework. Reflection occurs when light corpuscles bounce back from a surface they encounter. Imagine shining a flashlight on a mirror: the light you see coming back at you is reflected. This reflection adheres to the laws of angles, where the incidence angle equals the reflection angle.
Refraction happens when light passes from one medium into another, such as from air to water, and its speed changes. According to the corpuscular theory, the change in speed alters the path of the corpuscles, bending the light toward the normal when entering a denser medium and away from the normal when passing into a less dense one.
  • Reflection: bouncing back of light from a surface.
  • Refraction: bending of light due to speed changes between media.
  • Key to understanding lenses and corrective eyewear.
These concepts are central to optics and have profound implications for designing glasses, microscopes, and other technologies that manipulate light.
Dispersion of Light
Dispersion is the phenomenon where light separates into its constituent colors. Newton famously demonstrated this with a prism, showing how white light can fracture into a spectrum of hues. While Newton's theory did not fully explain dispersion using corpuscles, he observed that different colors bend by varying amounts when passing through a prism, which contributed to the development of the wave theory of light later on.
Dispersion occurs because each color or wavelength of light travels at slightly different speeds when moving through materials like glass or water. This causes them to refract at different angles, spreading out to create a rainbow.
  • Occurs when light passes through materials like glass prisms.
  • Different colors bend by different amounts leading to a spectrum.
  • Helps understand rainbows and similar natural phenomena.
This concept is vital for understanding not only natural spectacles but also for applications in spectroscopy, where light dispersion reveals materials' properties.

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Most popular questions from this chapter

Four light sources produce the following four waves (i) \(y_{1}=a \sin \left(\omega t+\phi_{1}\right)\) (ii) \(y_{2}=a \sin 2 \omega t\) (iii) \(y_{3}=a^{\prime} \sin \left(\omega t+\phi_{2}\right)\) (iv) \(y_{4}=a^{\prime} \sin (3 \omega t+\phi)\) Superposition of which two waves give rise to interference? (a) (i) and (ii) (b) (ii) and (iii) (c) (i) and (iii) (d) (iii) and (iv)

Interference fringes of light are observed in an interference chamber containing pure water \((\mu=4 / 3)\). Now, if the water is drained out first and then the chamber is evacuated, then (a) no interference fringe pattern is observed (b) same interference fringe pattern is observed (c) interference pattern with smaller fringe width is observed (d) interference pattern with larger fringe width is observed

Two light waves are coherent if they are obtained from a single monochromatic source by (a) division of amplitude only (b) division of wavefront only (c) both of the above (d) none of the above

Two independent monochromatic sources are said to be incoherent, because the detector of light intensity requires time to detect intensity at a given position, that is (a) much greater than \(10^{-8} \mathrm{sec}\) (b) nearly equal to \(10^{-8} \mathrm{sec}\) (c) much less than \(10^{-8} \sec\) (d) none of the above

In the Young's double slit experiment, initially equal intensities were coming out of the two slits \(S_{1}\) and \(S_{2}\). Now if infront of one slit, a glass sheet which absorbs half of the intensity is placed, then (a) the brighter fringes will become comparatively darker (b) the darker fringes will become comparatively brighter (c) the central fringe will shift on the side of the glass plate (d) all of the above

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