Coherence - class-XII
Description: coherence | |
Number of Questions: 41 | |
Created by: Arav Srivastava | |
Tags: superposition of waves optics physics wave optics |
To demonstrate the phenomenon of interference we require two sources which emit radiation of
Which of the following is not an essential condition for interference?
If two sources have a randomly varying phase difference $\varphi ( t )$ the resultant intensity will be given by
In a biprism experiment, the distance of 20 th bright bandfrom the center of the interference pattern is 8$\mathrm { mm }$ . The distance of 30th bright band from the center is
Two coherent waves of light will not produce constructive interference if the phase difference between them is
The time of coherence is of the order of
The time of coherence is of the order of
Which of the following, cannot produce two coherent sources?
The device which produces highly coherent sources is
Two sources are called coherent if they produce waves
Coherence is a measure of
The phenomenon of interference is shown by:
Two coherent sources of light can be obtained by
Two light sources are said to be coherent if they are obtained from:
Interference occurs in which of the following waves?
The sources which can give sustained interference are:
In a Laser beam the photons emitted are :
Two waves having the same wavelength and amplitude but having a constant phase difference with time are known as :
Light waves spreading from two sources produce steady interference only if they have:
Interference of light from two sources can be observed if
Laser light is considered to be coherent because it consists of
For the sustained interference of light, the necessary condition is that the two sources should:
Two light sources are coherent when:
Interference pattern can be produced by two identical sources. Here the identical sources mean that
In Lloyd's single mirror method we have
In coherent sources it is necessary that their
The equations of waves emitted $S _1,S _2,S _3$ and $S _4$ are respectively $y _1=20\sin(100\pi t), y _2=20\sin(200\pi t), y _3=20\cos(100\pi t)$ and $y _4=20\cos(100\pi t)$. The phenomenon of interference will be produced by
Sources 1 and 2 emit lights of different wavelengths whereas sources 3 and 4 emit lights of different intensities. The coherence
Statement-1: All points on a wavefront vibrate in same phase with same frequency
Statement-2: Two sources are said to be coherent if they produce waves of same frequency with a constant phase difference.
Which of the following is not essential for two sources of light in Young's double slit experiment to produce a sustained interference?
Instead of using two slits, if we use two separate identical sodium lamps in Young's experiment, which of the following will occur?
In Young's double slit experiment, one slit is covered with red filter and another slit is covered by green filter, then interference pattern will be
Two sources of light are said to be coherent, when they give light waves of same
For interference to take place
To demonstrate the phenomenon of interference, we require two sources which emit radiation of.
A light of wavelength $400\overset{o}{A}$ after travelling a distance of $2\mu m$ produces a phase change of:
To demonstrate the phenomenon of interference of sound, we need:
Two coherent sources of intensity ratio $\beta$ interfere. Then the value of $\displaystyle \left( {\frac{{{I _{\max }} - {I _{\min }}}}{{{I _{\max }} + {I _{\min }}}}} \right)$ is:
Coherent sources for studies in interference of light are obtained from.
Interference fringes were produced in Young's double slit experiment using light of wavelength $5000\overset{o}{A}$. When a film of thickness $2.5\times 10^{-3}$cm was placed in front of one of the slits, the fringe pattern shifted by a distance equal to $20$ fringe-widths. The refractive index of the material of the film is?
True & False Statement Type
$S _1$ : In an elastic collision initial and final K.E. of system will be same.
$S _2$ : In a pure L-C Circuit average energy stored in capacitor is zero.
$S _3$ : In YDSE coherent sources are formed by division of wave front method.
$S _4$ : If a physical Quantity is quantized then it must be integral multiple of its lowest value.