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Wave Optics Tes...

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  • Question 1
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    Antinodal curves correspond to _____ interference.

  • Question 2
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    Since the objective lens merely forms an enlarged real image that is viewed by the eyepiece, the overall angular magnification M of the compound microscope is the product of the lateral magnification $$ { m }_{ 1 }$$ of the objective and the angular magnification $$ { M }_{ 2 }$$ of the eyepiece. The former is given by
    $$ { m }_{ 1 }=\dfrac { { S }_{ 1 }^{ ' } }{ { S }_{ 1 } } $$
    Where $$ { S }_{ 1 }and{ S }_{ 1 }^{ ' }$$ are the object and image distance for the objective lens. Ordinarily the object is very close to the focus, resulting in an image whose distance from the  objective is much larger than the focal length $$ { f }_{ 1 }$$. Thus $$ { S }_{ 1 }$$ is approximately equal to $$ { f }_{ 1 }$$ and $$ { m }_{ 1 }$$ =$$ -\dfrac { { S }_{ 1 }^{ ' } }{ { f }_{ 1 } } $$, approximately. The angular magnification of the eyepiece from $$ { M }=-\dfrac { { u }^{ ' } }{ u } =\dfrac { { y }/{ f } }{ { y }/{ 25 } } =\dfrac { 25 }{ f } $$ (f in centimeters) is $$ { M }_{ 2 }=25cm/{ f }_{ 2 },$$ Where $$ { f }_{ 2 }$$ is the focal length of the eyepiece, considered as a simple lens. Hence the overall magnification M of the compound microscope is, apart from a negative sign, which is customarily ignored,
    $$ { M }={ m }_{ 1 }{ M }_{ 2 }=\dfrac { \left( 25cm \right) { S }_{ 1 }^{ ' } }{ f } $$
    1. What is the resolving power of the instrument whose magnifying power is given in the passage?

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    Two coherent points sources $$S_1$$ and $$S_2$$ vibrating in phase emit light of wavelength $$\lambda$$. The separation between them is $$2\lambda$$. The light is collected on a screen $$\sum$$ placed at a distance $$D>>\lambda$$ from the slit $$S_1$$ as shown, in the fig. Find the minimum distance so that intensity at $$P$$ is equal to intensity at $$O$$.

  • Question 4
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    Anti-nodal curves represent the points joining:

  • Question 5
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    Directions For Questions

    The resolving power of a microscope is its capacity to form distinct images of two very close objects. This power depends upon the wavelength of the light used for illuminating the object and is more for violet light than for the red.
       The breakthrough in high-resolution microscopy was made with the advent of quantum mechanics which established the dual nature of wave and matter. Ordinary light, under suitable conditions, could behave like a stream of particles, whereas, with the help of particles moving with high speeds all wave phenomena like diffraction, interference, etc. Could be demonstrated. The relationship between the momentum of the particle and the wavelength of the associated wave is given by the de Broglie's hypothesis, which states that the wavelength is inversely proportional to momentum.

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    An electron beam and a proton beam have the same energy per particle. The wavelength associated with the electron beam is 24 A$$^{\circ}$$.The wavelength associated with the proton beam would approximately be

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    Directions For Questions

    The phenomenon of interference is utilized is non reflective coating for glass. A thin layer or  film of hard transparent material with an index of refraction smaller than that of the glass is deposited on the surface of the glass, as in fig. If the coating have the proper indices of refraction, equal quantities of light will be reflected from a medium of greater index than that in which it is travelling, the same phase change occurs in each reflection. It follows, if the film thickness is $$\displaystyle \frac{1}{4}$$ wave length in the film(normal incidence is assumed), the light reflected from the first surface will be $$180^0$$ out of phase with that reflected from the second, and complete destructive interference will result.
            
         The thickness can, of course, be $$\frac{1}{4}$$ wave lengths for only one particular wavelength. This is usually chosen in the yellow green portion of the spectrum(about $$550nm$$). Where the eye is most sensitive. Some reflection then takes place at both longer and shorter wavelengths, and the reflected light has a purple hue. The overall reflection from a lens or prism surface can be reduced in this way from $$4$$ or $$5\%$$ to a fraction of $$1\%$$. The treatment is extremely effective in eliminating the stray reflected light and increasing the contrast in an image formed by highly corrected lenses having a large number of air glass surfaces. A commonly used material is magnesium fluoride, $$MgF_2$$, with an index of $$1.38$$

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    Using visible light what is the shortest wavelength which can be measured?

  • Question 7
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    ASSERTION: Resolving power of telescope is more if the diameter of the objective lens is more.
    REASON:Objective lens of large diameter collects more light.

  • Question 8
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    A CD(Compact disc ) is read from the bottom by a semiconductor laser with wavelength $$700nm$$ passes through a plastic substrate of refractive index $$1.8$$. When the beam encounters $$0$$ pit, part of the beam is reflected from the pit and part from the flat region. These two beams interfere with each other. What must be the minimum depth of the pit, So that part of the beam reflected from the pit and part reflected from the flat surface cancel out? (This cancellation allows the player to recognize beginning and end of a pit).

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    When a drop of oil is spread on a water surface, it displays beautiful colors in daylight because of 

  • Question 10
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    When exposed to sunlight, thin films of oil on water often exhibit brilliant colours due to the phenomenon of

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