Circular patches are often observed on the ground when sunlight through the space between the leaves of a tree. This arises due to the optical phenomenon of:
diffraction
The observation of circular patches on the ground when sunlight passes through the spaces between the leaves of a tree is a common and intriguing optical phenomenon. These luminous patches are not direct images of the sun's exact shape, but rather an outcome of how light interacts with small openings.
The optical phenomenon responsible for the appearance of circular patches on the ground, when sunlight filters through the gaps in tree leaves, is diffraction. Diffraction is the process by which waves (including light waves) spread out as they pass through an aperture or around an obstacle. For diffraction to be significant, the size of the opening or obstacle needs to be comparable to the wavelength of the light.
Sunlight arrives at Earth as a collection of nearly parallel rays. As these parallel rays encounter the numerous small, irregular gaps within the tree canopy, each gap acts as a minuscule pinhole. A fundamental principle of diffraction states that a small aperture, like a pinhole, will form an image of a distant light source. Since the sun appears as a circular disc from Earth, the image projected by each individual pinhole will also be circular. The combination of these many distinct circular images from various gaps creates the pattern of circular light patches seen on the ground.
Therefore, the most accurate explanation for the formation of circular patches of light under a tree is the phenomenon of diffraction, where the small gaps between leaves act as pinholes, effectively projecting circular images of the sun.
In the dispersion of white light by a common glass prism, which one among the following is correct?
In a double-slit experiment, when light of wavelength $\text{600 nm}$ is used, the central maximum and the second bright fringe are separated by $\text{3 mm}$ on a screen placed $\text{1.5 m}$ away. If the entire apparatus is then immersed in a liquid with a refractive index of $\text{1.5}$, what will be the angular separation between the first and fourth dark fringes?
Which one of the following statements about X-rays is not true?
When light passes from air to water, the angle of refraction is:
The primary rainbow appears after the rain is due to