WorksheetsDiffraction
Total questions: 13
Worksheet time: 7mins
In, Fresnel type of diffraction
Source at finite distance and screen at infinite distance
Source and screen are at infinite distance
Source at infinite distance and screen at finite distance
Both source and screen are at a finite distance
In Fraunhofer class of diffraction
The source and screen are at infinite distance
The source is at finite distance and screen is at infinite distance
The source and screen are at a finite distance
The source is at infinite distance and screen is at a finite distance
The bending of light rounds the corners of an obstacle is called
Diffraction
Interference
Polarization
Refraction
In which type of diffraction, diffracted light is collected by a lens in a telescope
Fresnel's
Fraunhoffer's
Both
None
In single slit Fraunhoffer diffraction, the position of minima is given by
θ=0
a sinθ=±mλ where m=1, 2,3....
asinθ=± 2(2m+1)λ
The width of central maximum is directly proportional to the wavelength of light.
True
False
In, plane transmission grating the position of principal maxima is given by
N (a+b)sinθ=±mλ, where m= 1, 2, 3, .... (N−1)
(a+b)sinθ=±nλ, where n=0,±1, ±2.....
N (a+b) sinθ=±2(2m+1)λ, where m=1, 2, 3,.....
In plane diffraction grating, the angular width of principal maxima deceases as the rulings on grating increase.
True
False
The Dispersive power of a grating increases with the increase in the number of lines on grating.
True
False
The resolving power of a grating decreases with the increase in the number of lines on grating.
True
False
Each slit has a width of 0.15 mm and the distance between their center is 0.75 mm. What are the missing spectra.
3, 6, 9,..... order will be missing.
2, 4, 6,..... order will be missing.
5,10, 15,..... order will be missing.
4,8, 12,..... order will be missing.
In a grating spectrum, which spectral line in 4th order will overlap with 3rd order line of 0.5461 cm.
0.4096 cm
0.4422 cm
0.5096 cm
0.4069 cm
What do you mean by the Rayleigh criterion?
When the central maximum of one source coincides with the first minimum of the other.
When the central maximum of one source overlap with the central maximum of the other.
When the central maximum of one source overlap with the first minimum of the other.
